Harsh-7300/dataset huggingface dataset:
Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

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Student answer: NP complete is the order of probabilistic values which are arranged deterministically 
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Student answer: NP complete problems are the problems that are NP-Hard but have a non deterministic solution that can solve the problem in polynomial time
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Student answer: Np complete problems are the problems which can be solved in exactly polynomial time.
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Student answer: The problems which can be solved in exactly polynomial time are called NP -complete problems.
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Student answer: A problem is a NP problem ,if its solution can be guessed and verified in polynomial times. nondeterministic means that no particular is followed to make guess. if a problem is NP and all others NP problems are polynomial time reducible to it. 
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Student answer: Np complete uses non-deterministic approach to reduce time complexity to its polynomial time.
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Student answer: NP complete algorithms are algorithms which uses non-deterministic approach to get reduce its time complexity to polynomial time
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Student answer: The problem that uses deterministic approach to solve the problem 
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Student answer: NP- complete is the problems that has non polynomial time complexity or we can say it follows the exponential approach and can be solved in a deterministic manner. Means we can write each and steps easily although it has exponential time. 
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Student answer: Non polynomial complete means the given data structurer problem does not gives the time complexity in polynomial form rather it gives in exponential form.
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Student answer: NP is  negative polynomial that does not have polynomial time complexity
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Student answer: a problem which has exponential time complexity that can be written non deterministically  is called NP-Complete .
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Student answer: NP- complete are those problem which have time complexity in terms of exponential but they can be written into non-deterministic method which have time complexity of polynomial order .
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Student answer: Problems that can be solved in polynomial time in a non-deterministic way are NP complete problems.\nNP complete problems are a subset of NP hard problems
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Student answer: We have a biconnected graph in which one of the edge acts as a bridge between the graphs nodes, which will convert into the two disjoint graphs if we removed that edge (one, which is acting as a bridge)
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Student answer: Np problem is positioning all element efficiently such that the required time is polynomial. If  a problem is np hard is can be used to detect whether other problem is np hard . ex -Cleque  algorithm
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Student answer: NP complete is a problem which gets solved in polynomial time using non deterministic approach.
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Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer: Np complete problem is a problem for which no efficient solution algorithm  has been found
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Student answer: A NP hard problem is basically  a exponential problem or the problems taking more time. A NP Hard problem which has undeterministic algorithm and can be solved in polynomial time is termed as NP complete problem 
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Student answer: biconnected graphs are those graphs who have two subgraphs that are completely connected individually but not completely connected with eachother.
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Student answer: Np complete problem can have a solution in exponential form and can't be reduce to the polynomial one .
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Student answer: NP- Complete are those Non-Polynomial-hard problems which can be solved in a non-deterministic way in Polynomial time.
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Student answer: It is a kind of NP problem which is non-deterministic solution in polynomial time.
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Student answer: It is a type of NP problem which is non deterministic in nature. These have polynomial time complexity.
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Student answer: Np - complete problem are those problem which are changed from having exponential time complexity to polynomial time complexity.
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Student answer: NP means non-polynomial problem (Eg: problems that have exponential time complexity and not polynomial). NP - complete means the non-polynomial problems that are complete, i.e. they check all the possible options to find the solution.
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Student answer: NP complete are the 
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Student answer: taking polynomial time and we have the proposed algorithm that is taking lesser time than the existing algorithm.
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Student answer: when a problem is a np-hard problem but we get a non- deterministic solution of np hard problem then the problem becomes np-complete problem.\nit is a intersection of np and np-hard problems.
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Student answer: NP - Complete is 
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Student answer: Heap can be used to represent priority queue as in priority ques elements when added automatically sort them in increasing and decreasing order(by default increasing). we use heap to sort the elements to construct a priority queue. 
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Student answer: Non polynomial - complete
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Student answer: Those Np hard problems that can be solved through a polynomial time taking algorithm are referred as NP-complete problems.
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Student answer: np complete are the problems that can be solved using polynomial time taking algo
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Student answer: An algorithm where the evaluation is minimized is called NP- Complete.
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Student answer: NP- Complete stand for Non polynomial complete is said to be the problem which do not have polynomial time to be solved. These problems cannot be solved using greedy or dynamic approaches but can be solved by modifying satisfiability.
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Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer: NP -  Complete problems are those problems which can be computed an non-polynomial time 
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Student answer: Problems which require an non - polynomial time to execute are termed as NP - Complete problems.
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Student answer: NP-Complete problem is a problem which can be solved in non polynomial time.
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Student answer: The problems which can be solved in non-polynomial time are known as NP-Complete problems.
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Student answer: NP Complete is has same degree throughout.
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Student answer: Np - complete has the same degree throughout.
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Student answer:  which are vertices whose removal would disconnect the graph.
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Student answer: NP - Complete refers to the automata problem in which we check for the given input to follow a certain set of rules which make it NP complete.
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Student answer: NP is the algorithm which have non-polynomial time or space complexity.
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Student answer: whose solution can't be found in algebraic time
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Student answer: A graph in which each node have either zero or two children is called NP-Complete.
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Student answer: -
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Student answer: Np is a set of decision problems that can be verified in polynomial time
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Student answer: If a problems solution can be guessed in polynomial time and no as such rule is followed to make the guess . if a problem is NP and other problems are reducible to polynomial time of it , the problem is NP complete.
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Student answer: NP complete problem (non deterministic polynomial if it's solution can be guessed in polynomial time 
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Student answer: Np complete problem is a type of problem which can be done only in non-polynomial time or exponentially time
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Student answer: I
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Student answer: a problem is called np(nondeterministic polynomial) complete when its can give deterministic solution in polynomial time
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Student answer: NP complete problems are the problems that can be completed in exponential time.
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Student answer: NP is a set of decision problems that can be solved by a Non-deterministic Turing Machine in Polynomial-time. P is a subset of NP (any problem that can be solved by a deterministic machine in polynomial time can also be solved by a non-deterministic machine in polynomial time). \nInformally, NP is a set of decision problems that can be solved by a polynomial-time via a â€œLucky Algorithmâ€, a magical algorithm that always makes a right guess among the given set of choices
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Student answer: An NP complete data structure can stores the value of the user so that it cannot be over written and hence is permanently stored in the created structure.
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Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer:  NP is a set of decision problems that can be solved by a polynomial-time.
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Student answer: it is non deterministic polynomial complexity equation which convert into determinoistic polynomical equation
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Student answer: -
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Student answer: non-polynomial
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Student answer: NP- Complete problem is a computational problem for which no efficient solution algorithm has been found.
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Student answer: np complete are the problems that can be converted from non polynomial to polynomial time
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Student answer: NP - Complete means it is either true or false
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Student answer: in these problems any input to the problem has answer either in form of yes or no.
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Student answer: NP Complete should be NP-Hard,, whose result is either true or false.
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Student answer: IF  a problem is NP AND ALL other NP problems are polynomial time reducible to it the problem is NP complete.
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Student answer: NP - complete is informed search which includes best first search and A* search. 
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Student answer: NP is a particular condition in an algorithm which has no solution.
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Student answer: any of a class where no solution is found is called NP
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Student answer: non polynomial complete problems in which they have many no. of states to solve\nit has high same and time complexity but informed search can solve easily
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Student answer: NP stands for non-polynomial. The problems that can be completed in non-polynomial time are called np-complete problems.
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Student answer: np refers to the non deterministic polynomial to change the polynomials
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Student answer: if Graph remain connected if any end is removed then it is called biconnected graph
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Student answer: An np complete problem represents the problem in which the time complexity is represented as n^n or n^p which is the largest time complexity. For example going through a Fibonacci sequence without using dynamic programming.
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Student answer: randomized algorithm where we reduce the complexity to polynomial from exponential
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Student answer: These Type of Problem does  not definite polynomial solution \nthese problem are based on randomized algorithm \nthese have probalistic solution whether they pass or not
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Student answer: Np complete means no efficient solution algorithm has been found.
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Student answer: NP complete means the solution the problem is achieved when the Not Pick condition gets true. Time complexity goe sto O(n^n)
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Student answer: NP(non deterministic polynomial time ) is defined when no solution can be found
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Student answer: Non Polynomial are the data structures which store characters like sting data type or char data type.
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Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer: it is non deterministic polynomial time complete is a class of computational problem .\nit suggests that there is no known efficient algorithm to solve that problem 
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Student answer: NP stands for Non Polynomial. 
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Student answer: Graph in which two cyclic grah are connected by a line
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Student answer: NP problems that has a solution
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Student answer: NP is a set of decision problems that can be solved by a Non-deterministic Turing Machine in Polynomial-time. P is a subset of NP (any problem that can be solved by a deterministic machine in polynomial time can also be solved by a non-deterministic machine in polynomial time).
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Student answer:  If a problem is NP(nondeterministic polynomial) and all other NP(nondeterministic polynomial) problems are polynomial-time reducible to it, the problem is NP-complete.
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Student answer: Each node is connected to two different nodes of the graph.
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Student answer:  NP-Complete is a complexity class which represents the set of all problems X in NP for which it is possible to reduce any other NP problem Y to X in polynomial time.
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Student answer: in threaded binary tree we can directly jump from end of one branch to end of other branch because the are connected by a thread.
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Student answer: when time complexity is n to the power n.\n(n^n)
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Student answer:  a problem is NP-complete when: It is a decision problem, meaning that for any input to the problem, the output is either \
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Student answer: NP- complete problems are the problems which can be solved using standard algorithms by doing a small modification in them or combining more than one algorithms
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Student answer: The problem that can be solved by using algorithm is called NP - complete 
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Student answer: NP-Complete problem is a problem whose solution is known.
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Student answer: The biconnected graph or undirected graph is a graph in which every edge could be traversed by both of the sides.\nConsider A--B, then it means B can be visited by A and A can be visited by B.
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Student answer: NP refers to the Non Polynomial problem , NP is very important as we can see it is used for comparing the string matching , In AI algorithms like knapth and rabin , by using NP we solve, In Np we use algo such like we compare the require pattern from text >\nWe use NP problem in graph and in pattern for finding the pattern and reaching the Goal state 
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Student answer: any class of computational problems for which no efficient solution algorithm has been founda 
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Student answer: NP- Complete are the problems where the time complexity is n to the power n. n being the size of  problem set.
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Student answer: NP -complete is a problem solving technique
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Student answer: NP complete algorithms are the algorithms that have been completed in a polynomial time 
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Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer: NP complete is a problem which has non deterministic solution
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Student answer: when two graphs are connected by 2 edge they are said to be biconnected graph.
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Student answer: NP complete is basically the intersection of non deterministic function and hard non deterministic function of problem.
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Student answer: NP are the algorithms that are completed ion polynomial time 
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Student answer: NP complete problems are the problem that belong to the NP hard criteria but a solution has been create for it. 
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Student answer: Its a decision problem ,meaning that for any input to the problem ,the output is either yes or no,when the answer is yes,can be demonstrated through short evaluation.
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Student answer: the  problems that are non deterministic and their solution exists.
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Student answer: NP stands for Non deterministic polynomial. it is an approach wherein the code segments are left with function references for future scope so that its time complexity can be reduced from a higher one to a polynomial expression.
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Student answer: it is a problem which has non deterministic values.
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Student answer: NP Complete are the set of problems which are non-deterministic exponential in nature.
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Student answer: np complete is when we have a non deterministic polynomial solution for a np hard problem
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Student answer: NP complete is a problem which is NP hard and when the exponential time complexity can be done in polynomial time
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Student answer: NP Complete are the non deterministic problems.
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Student answer: these problems are solvable as to find the most optimal path 
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Student answer: NP Complete is an NP hard problem which have a non deterministic solution.
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Student answer: These are the problems whose solution exist but they are non deterministic.
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Student answer:  etc\n3, We can implement stack using a linked list.\n
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Student answer: NP Problems are research based problems in which research is still going on for optimization and the solution hasn't been discovered. NP Complete problems have some solutions but there aren't optimal ones yet. 
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Student answer: NP complete problem is non placing problem .
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Student answer: in np complete problems have time complexity of n to the power n\nn-size of set
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Student answer: NP Complete are the problems where the time complexity is n to the power of n, where n is the size of the set
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Student answer: any class of computational problems for which no efficient solution algorithm has been found
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Student answer: the problems whose answer is either true or false for any input is called an np complete problem
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Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer: In np complete problems, The algorithm has a polynomial time. If an algo is in np and every algo is reducible to np it is np complete.
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Student answer: The name \
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Student answer: a problem is called NP complete if it can be completed in polynomial time.
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Student answer: NP-complete are algos which has polynomial time complexity and their recurrence may be deterministic.
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Student answer: these are hard problem which can solve in polynomial time interval
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Student answer: np is the algorithms which takes non polymnomial time. mainly recursive function in which we have to try all the possible path to reach to the final solution is NP . it follows exponenetial time complexity.
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Student answer: solution can be guessed and verified in polynomial time.
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Student answer: non polynomial problems 
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Student answer: Np complete are the np hard problems which can be solved in polynomial time complexity
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Student answer: a problem is called NP(nondeterministic polynomial)if its solution can be guessed and verified in polynomial time.\nif a problem is NP and all other NP problems are polynomial time reduicble to it
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Student answer: Heap can be used to be represent a PQ via keeping the root node on top and the data insertion on via the leaf nodes or vice versa. Then it can be manipulated accordingly to act as a priority queue 
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Student answer: A problem is called NP  if its solution can be guessed and verified in polynomial time; nondeterministic means that no particular rule is followed to make the guess. If a problem is NP and all other NP problems are polynomial-time reducible to it, the problem is NP-complete.
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Student answer: NP - Complete are NP Hard problems which have a solution in the polynomial form but in the Non - determinate way. 
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Student answer: NP complete has the same degree throughout .
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Student answer: Np complete is the subset of Np-Hard problems these refers to the Np- Hard problem whose non-deterministic solution/algorithm in polynomial time exists;\nFor eg. No of Cliques in a graph problem.
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Student answer: It is
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Student answer: All NP-Complete problems are a part of NP-Hard problems in which the non-deterministic solution is present in polynomial time.
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Student answer: Faster execution, Faster Searching and faster insertion.
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Student answer: non polynomial complete problem is a type of problem which can be solved in polynomial time and we have all the information like heuristic value to perform informed search
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Student answer: it is a part of np-hard problem in polynomial time complexity getting a non deterministic solution
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Student answer: min heap and max heap. 
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Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer: it is a problem which can be solved in polynomial time. its solution is non-deterministic.
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Student answer: NP-Complete  is a type of problem which can be solved in polynomial time. It has non-deterministic type solution.
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Student answer: NP complete or non-deterministic polynomial complete problem is a type of problem having non-deterministic polynomial complete complexity.
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Student answer: solution can be guessed and verified in polynomial time.
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Student answer: NP complete problems are intersaction of NP and NP hard 
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Student answer: A problem is NP-complete if it is both NP and NP-hard. NP-complete problems are the hard problems in NP.
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Student answer: NP-complete is when the algorithm is not available to solve a problem in whatever time complexity possible.
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Student answer: The NP - Complete is used in Machine learning. It is a similar module like NLTK and Tensorflow, it is used to naturally train the program.
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Student answer: NP-complete are those for which the solution exist for each type of problem
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Student answer: It is the collection of decision problems that can be solved by a non-deterministic machine in polynomial time. 
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Student answer: In NP-complete we know the complete solution 
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Student answer:  A NP complete  language can be used for Machine Learning models
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Student answer: np complete is the intersection area of n and np incomplete
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Student answer: it is a problem which cannot be solved in effecient time complexity and no  effecient algo can be given
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Student answer:  A problem is NP-complete if it is both NP and NP-hard. 
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Student answer: deterministic problems are np complete

Student answer: it means that the problem has an effective solution that can be found

Student answer: NP - complete are such problems which comes under NP hard problems and whose solution exists and we have deterministic answer
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Student answer: NP Complete is a non-distinctive type of problems for which a solution could be find in the future , basically it is the intersection of NP and NP Hard type of problems. 
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Student answer: NP complete is  defined as the problem which are non deterministic NP hard problems.
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Student answer: NP means an algorithm which causes no problems in executing.
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Student answer: a NP-hard  problem having   a non deterministic solution 
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Student answer: A NP- hard problem with a non determine solution.
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Student answer: it reffers to the class of  problem under automata whose solution is to be find it can be hard as well as easy if its solution is known then it is called deterministic np otherwise non deterministic np.

Student answer: A NP Hard problem with a Non deterministic solution
Question: Define NP - Complete
Reference answer: NP is the class of decision problems for which a given proposed solution for a given input can be checked quickly to see if it is really a solution.

Student answer: NP = hard problem with non determined solution

Student answer: NP - Complete or Non Polynomial Complete problems are problems which are exponential in nature

Student answer: NP- Complete  is an intersection of an NP and an NP Hard problems.

Student answer: NP is defined as a non deterministic problem in which there is no prior knowledge of any kind when executing a program or the output is unknown.

Student answer: it determine the un known protocol  it the between batcher a hard way so it is complete solution

Student answer: in under NP hard. knapsack etc.
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Student answer: np complete - is hard problem with a non determistic solution 
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Question: What is a simple graph?
Reference answer: A simple graph is a graph, which has not more than one edge between a pair of nodes than such a graph is called a simple graph.

Student answer: biconnected graph is neighbors node connected each other 
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Student answer: when nodes are connected with each other and we can access the nodes in a random order in either direction it is a simple graph
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Student answer: a graph can be called simple graph if it has two vertices that are connected to each other which is not connected to other graph
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Student answer: A simple graph is a graph in which there is no cycle present and no vertex is disconnected
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Student answer: Simple graph is a graph which does not have any edge weights, no edge directions. 
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Student answer: Simple graph is a graph where there is no more cycles in a graph.\nThe graph where we can go from one node to another
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Student answer: A simple graph is a  graph with no loops and no parallel edges. \nit is an unweighted graph. 
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Student answer: simple graph is a graph which doesnot have any loops.
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Student answer: Simple graph is a graph which does not have any cycles or self loops.
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Student answer: A simple graph is a graph that does not contain more than one edge between the pair of vertices
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Student answer: A simple graph is a graph which is undirected , each node is connected to at least one node.
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Student answer: Simple graph is a graph that has finite nodes and have only one edge between the two nodes of a graph .
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Student answer: A simple graph is which contains all its edges and vertexes connected to each other.
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Student answer: a simple graph is a data structure in which all edges and vertices are connected.
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Student answer: a simple graph is just a tree in which all the nodes are interconnected and there are no leaf nodes .
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Student answer: Graph have each and every connected to one another.
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Student answer: any non-directed graph is a simple graph
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Student answer: A simple graph consist of a root node which has children either 1 or 2. And continuing this way, the last node, which has no children nodes becomes the leaf node.
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Student answer: A simple graph is the graph made from vertex ,edges and is complete in itself .It is  a closed loop .
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Student answer: A simple graph is graph:\n1)which has no multiple edges between 2 vertices. \n2)which has no self loops.
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Student answer: It is a directed graph with any number of elements.
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Student answer: a simple graph is a complete graph having starting and ending vertices are connected to each other forming a cycle and are connected to each other 
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Student answer: NP - Complete are those set of problems which have non deterministic solution which are solved in polynomial time. 
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Student answer: simple graph have undirected , non labeled edges .
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Student answer: When some vertices are joined together by some edges it makes a simple graph.
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Question: What is a simple graph?
Reference answer: A simple graph is a graph, which has not more than one edge between a pair of nodes than such a graph is called a simple graph.

Student answer: A non-directed graph with no weightage is called as a simple graph.
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Student answer: A simple graph is the one which is not directed and has no weightage.
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Student answer: a graph having same no of edges and vertices are called simple graph.
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Student answer: A simple graph is a graph that has only single edges and no loops in it.
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Student answer: all nodes and edges are linked in a simple graph.
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Student answer: graph which does not contain any cycle.
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Student answer: it is a non-linear data structure and is collection of nodes and edges is a graph where each node is connected to any other node by an edge.
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Student answer: A simple graph help user to store data of a defined variable whichever datatype u want to relate with that variable. In which all edges and nodes are linked.
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Student answer: A simple graph is  one which has same starting and ending point but no other vertices except for starting vertex should repeat. 
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Student answer: A simple graph is undirected. A simple graph does not have multiple edges. It does not have loops.
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Student answer: a graph that does not have self loop and multiple edges and is undirected is called simple graph.
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Student answer:  A simple graph is a kind of graph which has all the vertices and edges connected or can be disconnected. 
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Student answer: A biconnected graph is a graph in which every vertex had only 2 edges.
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Student answer: a simple graph is a primitive graph in which there are no necessary connections between all vertices.
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Student answer: Simple graph is graph in which there are random vertices and they might or might not be connected it each other, without any restriction or constraint.
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Student answer: Simple Graph refers to a graph that is not disconnected at any point .
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Student answer: graph that we get while solving problem using algorithm is what we called simple graph. In a graph you have vertices connected to each other but they should not be cyclic.
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Student answer: NP complete is one in which we get a solution in polynomial complexity.
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Student answer: A graph which has one cliques or more cliques is known as a simple graph.
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Student answer: A simple graph can be defined as a graph having V vertices and E edges joining all the vertices.
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Student answer: A simple graph is type of data structure that has edges E and vertices V attached like a tree data structure.
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Student answer: A simple graph is a type of data structure that has data stored in nodes, and nodes are interconnected within themselves following a given methodology or given formula.
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Student answer: A simple graph is a graph in which all the nodes are connected to only 2 nodes.
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Student answer: A simple graph is a type of graph in which all the nodes are connected.
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Question: What is a simple graph?
Reference answer: A simple graph is a graph, which has not more than one edge between a pair of nodes than such a graph is called a simple graph.

Student answer: Simple Graph is composed of nodes called vertices and connected or joined with each other through lines or edges. It is not necessary to have vertices connected through edges. It can have just vertex as well. \nEx: Graph having one vertex is a simple graph.\nGraph having 2 or more vertices but not connected with each other is also a simple graph.
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Student answer: A graph in having node and all nodes are connected to each other.
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Student answer: the problems which can be solved but with time complexity in nondeterministic polynomial-time complete\nIn this name, \
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Student answer: A simple graph is a graph which forms a polygon like shape, that is each edge has a input node and an output node all connected forming a simple sequence.
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Student answer: A Simple graph is a data structure with nodes and edges connected together to store data. The nodes are connected in one way and are not weighted. 
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Student answer: A simple graph is a graph which is undirected and has no loops.
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Student answer: a graph is a simple structure which defines the relations and the weight between the 2 designated points. it can be further used to implement various path finding algorithms like shortest distance, dikstras algorithm and more
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Student answer: A simple graph is a graph which contains only vertices and edges. This does not include weighted graph.
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Student answer: A simple graph is one which contains no self loops or multi edges
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Student answer: A graph in which each node is connected with one or other graph.
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Student answer: a graph that has two vertices 
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Student answer: A simple graph is a graph which is not directed and has no loops
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Student answer: The graph which is not connected with others graph and there is complete in nature 
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Student answer: a simple graph is the one where there are no intersections and all vertex are connected to other vetex by a single edge
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Student answer: A graph without loops and multiple edges between two vertex
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Student answer: simple graph is a graph that has no overlapping values 
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Student answer: A simple graph is a graph where nodes are connected with two other nodes only
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Student answer: A GRAPH WHICH IS CONNECTED TO THE OTHER NODES AND TRAVERSE THE  grapgh
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Student answer: it a graph which is undirected and does not consist of any loops.
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Student answer: A simple graph is a data structure where a parent node can have any number of child nodes and the nodes can be inserted in any way or form.
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Student answer: a simple graph is a graph that do not have more than one edge between two vertices
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Student answer: A simple graph is a type of graph in which each vertex has at least 2 edges.
Score: 2.5
Question: What is a simple graph?
Reference answer: A simple graph is a graph, which has not more than one edge between a pair of nodes than such a graph is called a simple graph.

Student answer: it is a non linear data structure defined with definite number of vertices and edges.
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Student answer: A simple graph is graph which only has one graph and and have some nodes connected to each other.
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Student answer: A simple graph is a graph with no weights , no cycle and non-directed.
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Student answer: A simple graph is a path made up of nodes interconnected to each other where each connection forms a closed loop and visits every node while only visiting it once.
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Student answer: a simple graph is a graph is which each vertex is connected to only one other vertex.
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Student answer: A simple graph is an unweighted, undirected graph containing no loops or multiple edges. It can either be connected or disconnected.
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Student answer: a graph is a collection of nodes which are joined together by edges. a simple graph does not have more than one edge between 2 nodes and there are no cycles.
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Student answer: simple graph is the graph which is connected to each 
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Student answer: An undirected/ non-weighted graph with no self loops is a simple graph
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Student answer: A simple graph is a graph with different vertices connected to other vertices through edges.Not necesarrily it may be a complete graph and it is not a disconnected graph
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Student answer: a simple graph is a graph that is undirected and does not have any loops or multiple edges.
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Student answer: simple graph is non weighted graph  and non directional graph such that it forms a cycle and one vertex is connected to only edge 
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Student answer: a simple graph is a graph where each vertex is connected to one vertex .it is a connected graph
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Student answer: a simple graph has no bidirectional edges or self loops.
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Student answer: A simple graph is the graph in which each vertices is connected to only one edge.
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Student answer: a graph is undirected  and does not have any loops or multiple edges
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Student answer: Simple graph is graph which does not consist of self-loops and no parallel edges.
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Student answer: a simple graph is a graph which can have as many cycles and every node is connected to any other node(one or many).
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Student answer: A simple graph is a set of nodes in which the nodes are pointing to any other node or each other
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Student answer: Simple graph are the graph in which there are no restriction against anything if we add new node to the tree it will added to the tree in left to right form.
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Student answer: graph with only one edge between 2 vertices
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Student answer: graph with multiple edge between 2 vertices
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Student answer: A graph in which each node does not have multiple vertices and it does not have self loops.
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Question: What is a simple graph?
Reference answer: A simple graph is a graph, which has not more than one edge between a pair of nodes than such a graph is called a simple graph.

Student answer: simple graph refers to that graph where all the vertices are connected without forming any circular  loops 
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Student answer: simple graph refers to that graph where all the vertices are connected with forming any circular  loops 
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Student answer: Which has non polynomial time complexity problem and whose answer is either true or false
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Student answer: A simple graph is a graph in which there is no looping or double edges.
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Student answer: a graph in which two of its vertices and connected is called a simple graph.
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Student answer: Simple Graph is basically a graph which in which all nodes are connected at most which with two different nodes\n\n
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Student answer: simple graph contains edges which may be directed non directed  , weighted  , non weighted connecting vertices to each other.
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Student answer: Simple graph is a graph that is undirected and does not have any loops or multiple edges.
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Student answer: graph which do not have any cycle
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Student answer: A graph that is undirected and does not have any loops or multiple edges. 
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Student answer: Simple graph is collection of group of edges without any loops.
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Student answer: Simple graph is a combination of nodes and edges connected it any fashion. 
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Student answer: graph which has no loops and double edges are called simple graph.
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Student answer: Simple graph is the one with vertices and edges that doesnt has self loops and mutiple edges
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Student answer: A simple graph is a data structure which stores the data in a hierarchy. 
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Student answer: it is a type of graph that consists a set of vertices connected by edges.in it there are no self loops or multiple edges from the same vertex.
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Student answer: Simple graph contains no self pointing or parallel edges and without any self loops/cycles within the graph.
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Student answer: no edge is disconnected
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Student answer: Simple graph does not have multiple parts. It does not have \n1. disconnected graphs\n2. no vertex has an edge on itself. 
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Student answer: in a simple graph is like a tree but the nodes can be connected randomly to each and every element of the node there is no level wise necessary division as in the tree.
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Student answer: A graph that does not have more than one edge between any two vertices and no edge starts and ends at the same vertex
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Student answer: Set of decision problem that can be solved by non deterministic turing machine.
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Student answer: A simple graph is type of graph where the edges are connected from a single direction to the node, unlike a bi-directional graph where they are connected from both the directions.
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Student answer: A simple graph consists of edges and vertices
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Question: What is a simple graph?
Reference answer: A simple graph is a graph, which has not more than one edge between a pair of nodes than such a graph is called a simple graph.

Student answer: Simple graph is like a normal graph which is unidirectional and without any rules.
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Student answer: A simple Graph is a non weighted graph 
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Student answer: it is a set of points connected together making edges
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Student answer: A simple graph is one which does not contain any cycles.
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Student answer: by using min heapify or max heapify technique a heap can be represented as priority queue.
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Student answer: A graph with no loops and no double edges.
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Student answer: Diectional Graph is a simple graph
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Student answer: in simple graph a node is connected to other node in both the directions or basically without any arrows and there are no cycles in the graph
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Student answer: connection b/w different node is called simple graph 
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Student answer: A simple graph is a graph that does not contain any self loop or parallel paths.
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Student answer: NP-complete problems are the problems which can be solved by the previously found algorithms and they dont contain any specific test-run case.
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Student answer: simple graph refers o the the graph coloring problem , in this we can find out minimum number of color require for coloring such that no two consecutive are of same color.
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Student answer: a simple graph contains vertices and edges between any two vertices taken at a time. it is a useful datastructure used for applying algorithms like djiktras for shortest path, and also DYNAMIC PROGRAMMING.
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Student answer: graph  does not contain  more one than edge between pair of vertices.
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Student answer: the simple graph is a graph in which it should not contain one or more than one edge
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Student answer: Simple graph is a graph which has no loops and double edges.
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Student answer: A graph is collection and connection of different nodes with each  other .it can be in 2D consisting (x,y) coordinates or 3D consisting (x,y,z) coordinates.
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Student answer: A simple graph has vertices and edges in which each vertices can be visited
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Student answer: no loop present
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Student answer: a graph in which all vertices are connected 
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Student answer: a graph in which all vertices are connected and has no loop
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Student answer: a simple graph is basically a graph having certain number of edges and vertices with no internal edges.
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Student answer: A simple graph is a type of graph that 
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Student answer: A simple graph is the one in which we have a lot of nodes and connections between then showing which nodes can be travelled from one another. 
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Student answer: A simple graph is a graph that is undirected and does not have loops and multiple edges.
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Student answer: A graph with no cycles is called simple graph.
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Student answer: A graph without any cycles .
Score: 2.0
Question: What is a simple graph?
Reference answer: A simple graph is a graph, which has not more than one edge between a pair of nodes than such a graph is called a simple graph.

Student answer: A graph with no cycles is called simple graph.
Score: 2.5

Student answer: simple graphs are the ones which do not contain any self loops or multiple edges between two nodes.
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Student answer: A simple graph is where all the nodes are connected using edges forms a cycle  and is not disconnected. 
Score: 2.0

Student answer: Simple graph means graph of nodes and edges.
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Student answer: simple graph is a data structure with an edge and a node.
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Student answer: simple graph is a graph with some vertices and edges and each vertex is connected with atleast one vertex.
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Student answer: Simple graph is the bidirectional graph in which multiple edges are not connected to a single node.
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Student answer: A simple Graph doesn't has weighted edges and also is non directional
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Student answer: a simple graph that does not contain a cycle within the graph.
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Student answer: A simple graph and vectors goes hand in hand. Graph helps us to build a matrix.  
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Student answer: A simple graph consists of edges and vertices .
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Student answer: a simple graph is a type of graph in which  the vertices are connected to each other having  n-1 number of edges and in a closed shape
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Student answer: Simple graph has nodes/vertices connected with edges. it may also be just one vertex. 
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Student answer: A simple graph is a graph in which all the vertices are connected to at least one vertex. 
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Student answer: simple graph is a graph which has no loop and double edges.
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Student answer: If every node of tree is connected to atleast one node.
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Student answer: Simple Graph is a graph which has no loops or double edges
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Student answer: that do not have more than one edge between the two vertices and with no edge starting and ending on the same vertex is termed as a simple graph
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Student answer: simple graph is a graph which is simply connected with one edges from one vertices, they vey less complicated graph.\nit builds the base for many types of graphs
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Student answer: A simple graph is a graph which has no direction and no weight irrespective of no of vertex. 
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Student answer: A simple graph is a graph that does not have more than one edge between two vertices and no edge starts and end at the same vertex.
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Student answer: A simple graph is a graph which do not has any loop or parallel edges.
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Student answer: a graph that does not have more than one edge between any two vertices
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Student answer: A graph which do not have any loop or parallel edges.
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Student answer: A graph in which each vertex is connected to only one other edge
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Student answer: It is a graph in which the number of vertices is equal to the number of edges.
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Student answer:  is short for \
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