niryuu/sni-each-converted huggingface dataset:
Problem: there are 56 lights which are functional and each is controlled by a separate on / off switch . two children x and y start playing with the switches . x starts by pressing every third switch till he reaches the end . y , thereafter , presses every fifth switch till he too reaches the end . if all switches were in off position at the beggining , how many lights are switched on by the end of this operation ? 
Options: a ) 18 , b ) 19 , c ) 17 , d ) 15 , e ) 16
Output: c
Problem: one half of a two digit number exceeds its one third by 7 . what is the sum of the digits of the number ? 
Options: a ) a ) 3 , b ) b ) 5 , c ) c ) 7 , d ) d ) 9 , e ) e ) 10
Output: e
Problem: 3 friends a , b , c went for week end party to mcdonald ’ s restaurant and there they measure there weights in some order in 7 rounds . a , b , c , ab , bc , ac , abc . final round measure is 155 kg then find the average weight of all the 7 rounds ? 
Options: a ) 98.5 kgs , b ) 88.5 kgs , c ) 86.5 kgs , d ) 67.5 kgs , e ) 88.2 kgs
Output: b
Problem: if 21 ! / 3 ^ x is an integer , what is the greatest possible value of x ? 
Options: a ) 3 , b ) 4 , c ) 5 , d ) d , e ) 7
Output: d
Problem: in a weight - lifting competition , the total weight of joe ' s two lifts was 900 pounds . if twice the weight of his first lift was 300 pounds more than the weight of his second lift , what was the weight , in pounds , of his first lift ? 
Options: a ) 225 , b ) 275 , c ) 325 , d ) 350 , e ) 400
Output: e
Problem: in an election between two candidates a and b , the number of valid votes received by a exceeds those received by b by 15 % of the total number of votes polled . if 20 % of the votes polled were invalid and a total of 5720 votes were polled , then how many valid votes did b get ? 
Options: a ) 1859 , b ) 2999 , c ) 2834 , d ) 2777 , e ) 2991
Output: a
Problem: the closest approximation of a ( 69.28 × 0.004 ) / 0.03 is 
Options: a ) 0.092 , b ) 0.92 , c ) 9.2 , d ) 92 , e ) 920
Output: c
Problem: what is the sum of all remainders obtained when the first 100 natural numbers are divided by 7 ? 
Options: a ) 397 , b ) 401 , c ) 403 , d ) 405 , e ) 364
Output: e
Problem: hyderabad chennai mumbai delhi bangalore trivandram ; hyderabad chennai mumbai delhi bangalore trivandram in the table above , what is the least number of table entries that are needed to show the mileage between each city and each of the other 5 cities ? 
Options: a ) 20 , b ) 18 , c ) 14 , d ) 15 , e ) 16
Output: d
Problem: a rower whose speed is 4 km / hr in still water rows to a certain point upstream and back to the starting point in a river which flows at 2 km / hr . what is the rower ' s average speed ( in km / hr ) for the total journey ? 
Options: a ) 6 , b ) 4 , c ) 9 , d ) 3 , e ) 2
Output: d
Problem: average of 10 matches is 32 , how many runs one should should score to increase his average by 5 runs . 
Options: a ) a ) 70 , b ) b ) 76 , c ) c ) 78 , d ) d ) 80 , e ) e ) 87
Output: e
Problem: on the number line , the number p is twice as many units from - 2 as - 2 is from 4 . if p is less than – 2 , what is the value of p ? 
Options: a ) – 14 , b ) – 10 , c ) – 6 , d ) 10 , e ) 14
Output: a
Problem: what is the sum of all possible 3 - digit numbers that can be constructed using the digits 2 , 4 , and 5 if each digit can be used only once in each number ? 
Options: a ) 2442 , b ) 2552 , c ) 2662 , d ) 2772 , e ) 2882
Output: a
Problem: if x , y , and z are positive real numbers such that x + y - z = 100 , y - z + x = 120 , and z - x + y = 50 , then find the x + y + z value ? 
Options: a ) 100 , b ) 120 , c ) 150 , d ) 200 , e ) 160
Output: b
Problem: divide rs . 1400 among a , b and c so that a receives 1 / 3 as much as b and c together and b receives 2 / 3 as a and c together . a ' s share is ? 
Options: a ) 346 , b ) 368 , c ) 350 , d ) 337 , e ) 639
Output: c
Problem: ram get 450 marks in his exam which is 90 % of total marks . what is the total marks ? 
Options: a ) 475 , b ) 600 , c ) 550 , d ) 500 , e ) 525
Output: d
Problem: ? x 24 = 173 x 240 
Options: a ) 545 , b ) 685 , c ) 865 , d ) 1730 , e ) 534
Output: d
Problem: pat , kate and mark charged a total of 189 hours to a certain project . if pat charged twice as much time to the project as kate and 1 / 3 as much times as mark , how many more hours did mark charge to the project than kate . 
Options: a ) 18 , b ) 36 , c ) 72 , d ) 90 , e ) 105
Output: e
Problem: the average of 65 numbers is 40 . if two numbers , 83 and 30 are discarded , then the average of the remaining numbers is nearly 
Options: a ) 28.32 , b ) 39 , c ) 38.78 , d ) 29 , e ) 39.47
Output: e
Problem: find the quotient when total no . of divisors of 16 ! is divided by right most non - zero digit of 15 ! 
Options: a ) 672 , b ) 682 , c ) 692 , d ) 745 , e ) 845
Output: a
Problem: how many positive integers less than 50 have a reminder 5 when divided by 7 ? 
Options: a ) 3 , b ) 7 , c ) 4 , d ) 5 , e ) 6
Output: b
Problem: in a hostel there were 100 students . to accommodate 25 more students the average is decreased by some rupees . but total expenditure increased by rs . 500 . if the total expenditure of the hostel now 8500 , find decrease of average budget ? 
Options: a ) 20 , b ) 15 , c ) 12 , d ) 18 , e ) 24
Output: c
Problem: in a mixture of 45 litres the ratio of milk to water is 4 : 1 . additional 11 litres of water is added to the mixture . find the ratio of milk to water in the resulting mixture . 
Options: a ) 2 / 1 , b ) 4 / 1 , c ) 2 / 3 , d ) 9 / 5 , e ) 3 / 2
Output: d
Problem: set a contains all the even numbers between 22 and 70 inclusive . set b contains all the even numbers between 62 and 110 inclusive . what is the difference between the sum of elements of set b and the sum of the elements of set a ? 
Options: a ) 600 , b ) 800 , c ) 1000 , d ) 1200 , e ) 1400
Output: c
Problem: at joes steakhouse the hourly wage for a chef is 20 % greater than that of a dishwasher , and the hourly wage of a dishwasher is half as much as the hourly wage of a manager . if a managers wage is $ 8.50 per hour , how much less than a manager does a chef earn each hour ? 
Options: a ) $ 1.40 , b ) $ 2.40 , c ) $ 3.40 , d ) $ 4.40 , e ) $ 5.40
Output: c
Problem: if a - b = 3 and a ^ 2 + b ^ 2 = 35 , find the value of ab . 
Options: a ) 12 , b ) 13 , c ) 10 , d ) 18 , e ) 13
Output: b
Problem: the tax on a commodity is diminished by 27 % and its consumption increased by 16 % . the effect on revenue is ? 
Options: a ) 18 , b ) 16 , c ) 5 , d ) 15 , e ) 4
Output: d
Problem: the captain of a cricket team of 11 members is 24 years old and the wicket keeper is 7 years older . if the ages of these two are excluded , the average age of the remaining players is one year less than the average age of the whole team . what is the average age of the team ? 
Options: a ) 21 , b ) 22 , c ) 23 , d ) 24 , e ) 25
Output: c
Problem: the average of 11 10 prime numbers which are odd is ? 
Options: a ) 17.72 , b ) 18.52 , c ) 19.63 , d ) 16.53 , e ) 15.63
Output: a
Problem: what number times ( 1 ⁄ 7 ) ^ 2 will give the value of 7 ^ 3 ? 
Options: a ) 7 , b ) 49 , c ) 343 , d ) 2401 , e ) 16,807
Output: e
Problem: a cricketer scored 134 runs which included 12 boundaries and 2 sixes . what percent of his total score did he make by running between the wickets . 
Options: a ) 55.22 % , b ) 54.54 % , c ) 63 % , d ) 70 % , e ) none of these
Output: a
Problem: find the sum of first 80 odd numbers 
Options: a ) 6400 , b ) 8000 , c ) 5000 , d ) 4980 , e ) 4960
Output: a
Problem: if 80 % of a number is equal to four - third of another number , what is the ratio of first number to the second number ? 
Options: a ) 5 : 3 , b ) 1 : 4 , c ) 3 : 7 , d ) 6 : 11 , e ) 2 : 3
Output: a
Problem: if a tap could fill entire tank in 18 hrs due to leakage , then in how much time tank can be emptied by leakage if tap can fill entire tank in 12 hrs without leakage ? 
Options: a ) 35 hrs , b ) 36 hrs , c ) 37 hrs , d ) 38 hrs , e ) 39 hrs
Output: b
Problem: at a contest with 2000 participants , 1 / 2 of the people are aged 16 to 18 . next year , the number of people aged 16 to 18 will increase by 1 / 4 . after this change , what percentage of the total 2000 people will the 16 - to 18 - year - olds represent ? 
Options: a ) 62.50 % , b ) 60 % , c ) 70 % , d ) 65 % , e ) 66 / 3 %
Output: a
Problem: for any number y , y * is defined as the greatest positive even integer less than or equal to y . what is the value of 8.2 – 8.2 * ? 
Options: a ) 0.2 , b ) 1.2 , c ) 1.8 , d ) 2.2 , e ) 4.0
Output: d
Problem: solve below question 2 x + 1 = - 15 
Options: a ) - 8 , b ) - 9 , c ) 9 , d ) 8 , e ) - 7
Output: a
Problem: a sum of money is to be divided among ann , bob and chloe . first , ann receives $ 4 plus one - half of what remains . next , bob receives $ 4 plus one - third of what remains . finally , chloe receives the remaining $ 32 . how much money n did bob receive ? 
Options: a ) 20 , b ) 22 , c ) 24 , d ) 26 , e ) 52
Output: b
Problem: a grocer is storing soap boxes in cartons that measure 25 inches by 42 inches by 60 inches . if the measurement of each soap box is 7 inches by 6 inches by 6 inches , then what is the maximum number of soap boxes that can be placed in each carton ? 
Options: a ) 210 , b ) 252 , c ) 250 , d ) 300 , e ) 420
Output: c
Problem: in a group of cows and hens , the number of legs are 20 more than twice the number of heads . the number of cows is : 
Options: a ) 5 , b ) 6 , c ) 7 , d ) 10 , e ) 12
Output: d
Problem: if the number is divided by 3 , it reduced by 24 . the number is 
Options: a ) a ) 51 , b ) b ) 50 , c ) c ) 45 , d ) d ) 40 , e ) e ) 36
Output: e
Problem: how many positive even integers less than 100 contain digits 5 or 7 ? 
Options: a ) 10 , b ) 17 , c ) 18 , d ) 19 , e ) 20
Output: a
Problem: the milk level in a rectangular box measuring 62 feet by 25 feet is to be lowered by 6 inches . how many gallons of milk must be removed ? ( 1 cu ft = 7.5 gallons ) 
Options: a ) 100 , b ) 250 , c ) 750 , d ) 5812.5 , e ) 5835.5
Output: d
Problem: the maximum number of students among them 1345 pens and 775 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is : 
Options: a ) 91 , b ) 10 , c ) 6 , d ) 5 , e ) none of these
Output: d
Problem: there are 3 workers in the factory a , b , c . the age of a is 4 more than the age of b and the age of b is 4 more than the age of c . if the sum of the square of the ages is 1202 . what is the sum of their ages ? 
Options: a ) 50 , b ) 55 , c ) 60 , d ) 65 , e ) 70
Output: c
Problem: at the end of the day , february 14 th , a florist had 120 roses left in his shop , all of which were red , white or pink in color and either long or short - stemmed . a third of the roses were short - stemmed , 30 of which were white and 5 of which were pink . the percentage of pink roses that were short - stemmed equaled the percentage of red roses that were short - stemmed . if none of the long - stemmed roses were white , what percentage of the long - stemmed roses were red ? 
Options: a ) 20 % , b ) 25 % , c ) 50 % , d ) 75 % , e ) 80 %
Output: e
Problem: how many multiples of 5 are there between 10 and 100 , exclusive ? 
Options: a ) 18 , b ) 17 , c ) 16 , d ) 15 , e ) 14
Output: b
Problem: rahim bought 55 books for rs . 1500 from one shop and 60 books for rs . 340 from another . what is the average price he paid per book ? 
Options: a ) s . 17 , b ) s . 18 , c ) s . 16 , d ) s . 11 , e ) s . 10
Output: c
Problem: if x is a number such that x ^ 2 + 2 x - 24 = 0 and x ^ 2 - 5 x + 4 = 0 , then x = 
Options: a ) 4 , b ) - 4 , c ) - 3 , d ) - 6 , e ) 1
Output: a
Problem: what least number should be added to 1052 , so that the sum is completely divisible by 23 
Options: a ) a ) 4 , b ) b ) 1 , c ) c ) 6 , d ) d ) 3 , e ) e ) 5
Output: c
Problem: a certain characteristic in a large population has a distribution that is symmetric about the mean m . if 68 percent of the distribution lies within one standard deviation d of the mean , what percent f of the distribution is less than m + d ? 
Options: a ) 16 % , b ) 32 % , c ) 48 % , d ) 84 % , e ) 92 %
Output: d
Problem: find the value of x : 3 x ^ 2 - 6 x + 3 = 0 
Options: a ) - 1 , b ) 1 , c ) 2 , d ) 3 , e ) 4
Output: b
Problem: the two lines y = x and x = - 4 intersect on the coordinate plane . if z represents the area of the figure formed by the intersecting lines and the x - axis , what is the side length q of a cube whose surface area is equal to 6 z ? 
Options: a ) q = 16 , b ) q = 8 √ 2 , c ) q = 8 , d ) q = 2 √ 2 , e ) ( √ 2 ) / 3
Output: d
Problem: how many positive integers less than 240 are multiple of 4 but not multiples of 6 ? 
Options: a ) 40 , b ) 31 , c ) 42 , d ) 53 , e ) 64
Output: a
Problem: rs . 585 is divided amongst a , b , c so that 4 times a ' s share , 6 times b ' s share and 3 times c ' s share are all equal . find c ' s share ? 
Options: a ) 260 , b ) 150 , c ) 817 , d ) 716 , e ) 616
Output: a
Problem: the average runs scored by a batsman in 15 matches is 30 . in the next 20 matches the batsman scored an average of 15 runs . find his average in all the 30 matches ? 
Options: a ) 31.56 , b ) 25.65 , c ) 21.43 , d ) 28.36 , e ) 27.96
Output: c
Problem: if p and q are prime numbers , how many divisors does the product p ^ 6 * q ^ 7 have ? 
Options: a ) 40 , b ) 56 , c ) 60 , d ) 62 , e ) 70
Output: b
Problem: a grocer is storing soap boxes in cartons that measure 25 inches by 48 inches by 60 inches . if the measurement of each soap box is 8 inches by 6 inches by 5 inches , then what is the maximum number of soap boxes that can be placed in each carton ? 
Options: a ) 210 , b ) 252 , c ) 280 , d ) 320 , e ) 300
Output: e
Problem: the average weight of a class of 24 students is 35 kg . if the weight of the teacher be included , the average rises by 400 g . the weight of the teacher is : 
Options: a ) 45 , b ) 46 , c ) 47 , d ) 48 , e ) 49
Output: a
Problem: if an integer n is to be chosen at random from the integers 1 to 96 , inclusive , what is the probability that n ( n + 1 ) ( n + 2 ) will be divisible by 12 ? 
Options: a ) 1 / 48 , b ) 234 / 8 , c ) 1 / 24 , d ) 5 / 8 , e ) 3 / 4
Output: b
Problem: how many integers between 324,700 and 436,600 have tens digit 1 and units digit 3 ? 
Options: a ) 327 , b ) 645 , c ) 987 , d ) 1119 , e ) 1339
Output: d
Problem: if a certain number x is divided by 62 , the reminder is 7 . what is the reminder when x + 11 is divided by 31 ? 
Options: a ) 3 , b ) 5 , c ) 18 , d ) 6 , e ) 8
Output: c
Problem: 10 years ago a was half of b in age . if the ratio of their present ages is 3 : 4 , what will be the total of their present ages 
Options: a ) 30 , b ) 35 , c ) 37 , d ) 41 , e ) 43
Output: b
Problem: the average of first five multiples of 6 is ? 
Options: a ) 6 , b ) 18 , c ) 9 , d ) 5 , e ) 7
Output: b
Problem: if the sum of two numbers is 12 and the sum of their squares is 124 , then the product of the numbers is 
Options: a ) 10 , b ) 44 , c ) 80 , d ) 88 , e ) 90
Output: a
Problem: 16.02 ã — 0.0001 = ? 
Options: a ) 0.1602 , b ) 0.001602 , c ) 1.6021 , d ) 0.01602 , e ) none of these
Output: b
Problem: 12 years ago , p was half of q in age . if the ratio of their present ages is 3 : 4 , what will be the total of their present ages 
Options: a ) a ) 35 , b ) b ) 34 , c ) c ) 42 , d ) d ) 25 , e ) e ) 26
Output: c
Problem: calculate the value of n from the below equation : y ^ 4 â ˆ ’ 20 y + 1 = 22 
Options: a ) 5 , b ) 3 , c ) 6 , d ) 2 , e ) 1
Output: b
Problem: 3 friends a , b , c went for week end party to mcdonald ’ s restaurant and there they measure there weights in some order in 7 rounds . a , b , c , ab , bc , ac , abc . final round measure is 160 kg then find the average weight of all the 7 rounds ? 
Options: a ) 91.4 kgs , b ) 88.5 kgs , c ) 86.5 kgs , d ) 67.5 kgs , e ) 88.2 kgs
Output: a
Problem: find the ones digit of 73 ^ 300 
Options: a ) 3 , b ) 5 , c ) 6 , d ) 7 , e ) 10
Output: e
Problem: if n is a positive integer and n ^ 2 is divisible by 18 , then what is the largest positive integer that must divide n ? 
Options: a ) 3 , b ) 4 , c ) 6 , d ) 8 , e ) 9
Output: c
Problem: if a ( a - 2 ) = 2 and b ( b - 2 ) = 2 , where a ≠ b , then a + b = 
Options: a ) − 1 , b ) − 2 , c ) 4 , d ) 46 , e ) 48
Output: a
Problem: the standard deviation of a normal distribution of data is 2 , and 3 standard deviations below the mean is greater than 48 . what is a possible value for the mean of the distribution ? 
Options: a ) 46 , b ) 47 , c ) 48 , d ) 55 , e ) 50
Output: d
Problem: 397 x 397 + 104 x 104 + 2 x 400 x 104 = x ? 
Options: a ) 234341 , b ) 235633 , c ) 234677 , d ) 315656 , e ) 251501
Output: e
Problem: 35 liters of a mixture is created by mixing liquid p and liquid q in the ratio 4 : 3 . how many liters of liquid q must be added to make the ratio 5 : 7 ? 
Options: a ) 10 , b ) 11 , c ) 12 , d ) 13 , e ) 14
Output: d
Problem: evaluate : 59 - 12 * 3 * 2 = ? 
Options: a ) 42 , b ) 51 , c ) 62 , d ) 72 , e ) 82
Output: b
Problem: the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ 1399.45 per litre to make . the cocktail includes mixed fruit juice and a ç ai berry juice , which cost $ 262.85 per litre and $ 3104.35 per litre , respectively . the manager has already opened 33 litres of the mixed fruit juice . how many litres of the a ç ai berry juice does he need to add ? 
Options: a ) 17 litres , b ) 22 litres , c ) 11 litres , d ) 07 litres , e ) 38 litres
Output: b
Problem: a salesman ’ s terms were changed from a flat commission of 5 % on all his sales to a fixed salary of rs . 900 plus 2.5 % commission on all sales exceeding rs . 4,000 . if his remuneration as per new scheme was rs . 600 more than that by the previous schema , his sales were worth ? 
Options: a ) 10000 , b ) 12000 , c ) 12019 , d ) 12197 , e ) 12012
Output: a
Problem: company x provides bottled water to its employees in 1 liter bottles , $ 2 each . at least how many 1 l bottles must company x buy monthly , so that new contract with $ 50 fixed monthly rate and $ 1 for 10 l bottle each paid off ? ( assume that no other costs apply ) 
Options: a ) 28 , b ) 29 , c ) 30 , d ) 31 , e ) 27
Output: e
Problem: a new home buyer pays 4 % annual interest on her first mortgage and 9 % annual interest on her second mortgage . if she borrowed a total of $ 300,000 , 80 % of which was in the first mortgage , what is her approximate monthly interest payment ? 
Options: a ) $ 1,250 , b ) $ 1,733 , c ) $ 3,466 , d ) $ 13,333 , e ) $ 20,796
Output: a
Problem: an old man distributed all the gold coins he had to his two sons into two different numbers such that the difference between the squares of the two numbers is 81 times the difference between the two numbers . how many coins did the old man have ? 
Options: a ) 24 , b ) 26 , c ) 30 , d ) 81 , e ) 40
Output: d
Problem: if 15 ! / 3 ^ x is an integer , what is the greatest possible value of x ? 
Options: a ) 3 , b ) 4 , c ) 5 , d ) 6 , e ) 7
Output: d
Problem: how many numbers from 10 to 50 are exactly divisible by 3 . 
Options: a ) 13 , b ) 14 , c ) 16 , d ) 17 , e ) 19
Output: a
Problem: in how many no . between 10 and 20 exactly two of the digits is 1 ? 
Options: a ) 25 , b ) 35 , c ) 10 , d ) 1 , e ) 15
Output: d
Problem: kamal obtained 66 , 65 , 77 , 62 and 75 marks ( out of 100 ) in english , mathematics , physics , chemistry and biology . what are his average marks ? 
Options: a ) 65 , b ) 69 , c ) 72 , d ) 75 , e ) none
Output: b
Problem: sum of two numbers is 25 and their difference is 13 . find their product . 
Options: a ) 104 , b ) 108 , c ) 114 , d ) 124 , e ) 142
Output: c
Problem: the area of one square is x ^ 2 + 10 x + 25 and the area of another square is 4 x ^ 2 − 20 x + 25 . if the sum of the perimeters of both squares is 36 , what is the value of x ? 
Options: a ) 3 , b ) 5 , c ) 7 , d ) 9 , e ) 11
Output: a
Problem: if xy = 9 , x / y = 36 , for positive numbers x and y , y = ? 
Options: a ) 1 / 2 , b ) 2 , c ) 1 / 3 , d ) 3 , e ) 1 / 6
Output: a
Problem: if 30 % of ( x - y ) = 20 % of ( x + y ) , then what percent of x is y ? 
Options: a ) 50.5 % , b ) 44.4 % , c ) 22.2 % , d ) 33.3 % , e ) 20 %
Output: e
Problem: n is a whole number which when divided by 4 gives 3 as remainder . what will be the remainder when 2 n is divided by 4 ? 
Options: a ) 3 , b ) 2 , c ) 1 , d ) 0 , e ) 5
Output: b
Problem: in a box of 12 pens , a total of 4 are defective . if a customer buys 3 pens selected at random from the box , what is the probability that neither pen will be defective ? 
Options: a ) 1 / 6 , b ) 2 / 55 , c ) 14 / 55 , d ) 12 / 55 , e ) 3 / 4
Output: c
Problem: how many different pairs of positive integers ( a , b ) satisfy the equation 1 / a + 1 / b = 34 / 51 ? 
Options: a ) 6 , b ) 3 , c ) 2 , d ) 1 , e ) 0
Output: e
Problem: a , b , c subscribe rs . 50,000 for a business . if a subscribes rs . 4000 more than b and b rs . 5000 more than c , out of a total profit of rs . 37,000 , what will be the amount a receives ? 
Options: a ) 14700 , b ) 14500 , c ) 14900 , d ) 14300 , e ) 15540
Output: e
Problem: robert ' s salary was decreased by 20 % and subsequently increased by 20 % . how much percentage does he lose ? 
Options: a ) 4 % , b ) 20 % , c ) 25 % , d ) 30 % , e ) 50 %
Output: a
Problem: what is the decimal equivalent of ( 1 / 4 ) ^ 4 ? 
Options: a ) 0.0039 , b ) 0.0625 , c ) 0.16 , d ) 0.25 , e ) 0.5
Output: a
Problem: a rainstorm increased the amount of water stored in state j reservoirs from 124 billion gallons to 140 billion gallons . if the storm increased the amount of water in the reservoirs to 80 percent of total capacity , approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ? 
Options: a ) 51 , b ) 48 , c ) 55 , d ) 63 , e ) 65
Output: a
Problem: a man whose speed is 6.5 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at 1.5 kmph , find his average speed for the total journey ? 
Options: a ) 5.33 kmph , b ) 6.00 kmph , c ) 5.00 kmph , d ) 6.00 kmph , e ) 4.00 kmph
Output: a
Problem: in a group of ducks and cows , the total number of legs are 8 more than twice the no . of heads . find the total no . of buffaloes . 
Options: a ) 5 , b ) 4 , c ) 6 , d ) 3 , e ) 2
Output: b
Problem: if k is a non - negative integer and 15 ^ k is a divisor of 823,435 then 5 ^ k - k ^ 5 = 
Options: a ) 0 , b ) 1 , c ) 35 , d ) 120 , e ) 245
Output: b
Problem: two kinds of vodka are mixed in the ratio 1 : 2 and 2 : 1 and they are sold fetching the profit 10 % and 30 % respectively . if the vodkas are mixed in equal ratio and the individual profit percent on them are increased by 4 / 3 and 5 / 3 times respectively , then the mixture will fetch the profit of 
Options: a ) 18 % , b ) 20 % , c ) 30 % , d ) 23 % , e ) can not be determined
Output: c
Problem: when average age of 22 members are 0 , how many members greater than 0 ? 
Options: a ) 17 , b ) 21 , c ) 22 , d ) 24 , e ) 25
Output: b
Problem: 3 friends a , b , c went for week end party to mcdonald ’ s restaurant and there they measure there weights in some order in 7 rounds . a , b , c , ab , bc , ac , abc . final round measure is 140 kg then find the average weight of all the 7 rounds ? 
Options: a ) 98.5 kgs , b ) 80 kgs , c ) 76.5 kgs , d ) 67.5 kgs , e ) 58.2 kgs
Output: b
Problem: if ( a – b ) is 15 more than ( c + d ) and ( a + b ) is 3 less than ( c – d ) , then ( a – c ) is : 
Options: a ) 6 , b ) 2 , c ) 3 , d ) 4 , e ) 5
Output: a
Problem: gold is 10 times as heavy as water and copper is 6 times as heavy as water . in what ratio should these be mixed to get an alloy 8 times as heavy as water ? 
Options: a ) 3 : 2 , b ) 1 : 1 , c ) 3 : 1 , d ) 5 : 2 , e ) 4 : 3
Output: b
Problem: there are 2 white plates , 6 green plates , 8 red plates , 4 pink plates , and 10 purple plates in the cabinet . what is the least number of plates that you have to pull out to make sure that you will have a matching pair ? ( assume that all the plates are identical except for the color ) 
Options: a ) 2 , b ) 4 , c ) 12 , d ) 7 , e ) 6
Output: e
Problem: a car ferry can hold up to 60 tons of cargo . what is the greatest number of vehicles that the ferry can carry if half the vehicles are cars with an average ( arithmetic mean ) weight of 0.75 tons and half of the vehicles are trucks with an average ( arithmetic mean ) weight of 5 tons ? 
Options: a ) 10 , b ) 12 , c ) 16 , d ) 18 , e ) 20
Output: e
Problem: a set of consecutive positive integers beginning with 1 is written on the blackboard . a student came along and erased one number . the average of the remaining numbers is 35 7 / 17 . what was the number erased ? 
Options: a ) seven 7 , b ) 8 , c ) 9 , d ) 15 , e ) 17
Output: a
Problem: a paint store mixes 3 / 4 pint of red paint and 2 / 3 pint of white paint to make a new paint color called perfect pink . how many pints of red paint would be needed to make 35 pints of perfect pink paint ? 
Options: a ) 9 , b ) 16 , c ) 19 , d ) 25 1 / 3 , e ) 28 1 / 2
Output: c
Problem: the sum of the ages of 5 children born at the intervals of 3 year each is 40 year . what is the age of the eldest child ? 
Options: a ) 14 year , b ) 8 year , c ) 10 year , d ) none of these , e ) 9 year
Output: a
Problem: in the coordinate plane , points ( x , 5 ) and ( 7 , y ) are on line k . if line k passes through the origin and has slope 5 / 7 , then x + y = 
Options: a ) 13 , b ) 14 , c ) 9 , d ) 10 , e ) 12
Output: e
Problem: the age of somu is one - third his father ' s . 10 years back he was one - fifth of his father ' s age . what is his persent age ? 
Options: a ) 11 , b ) 13 , c ) 14 , d ) 12 , e ) 20
Output: e
Problem: when the price of sugar was increased by 32 % , a family reduced its consumption in such a way that the expenditure on sugar was only 10 % more than before . if 30 kg were consumed per month before , find the new monthly consumption . 
Options: a ) 20 kg , b ) 25 kg , c ) 30 kg , d ) 35 kg , e ) none of these
Output: b
Problem: the average age of 21 students of a class is 21 years . out of these , the average age of 5 students is 14 years and that of the other 9 students is 16 years , the age of the 21 th student is 
Options: a ) 164 , b ) 152 , c ) 100 , d ) 182 , e ) 195
Output: a
Problem: if m is an integer such that ( - 2 ) ^ 2 m = 2 ^ ( 15 - m ) then m = ? 
Options: a ) 1 , b ) 2 , c ) 3 , d ) 5 , e ) 6
Output: d
Problem: each of 3 investments has a 20 % of becoming worthless within a year of purchase , independently of what happens to the other two investments . if simone invests an equal sum v in each of these 3 investments on january 1 , the approximate chance that by the end of the year , she loses no more than 1 / 3 of her original investment is 
Options: a ) 90 % , b ) 80 % , c ) 70 % , d ) 60 % , e ) 40 %
Output: a
Problem: ( 17 ) 3.5 x ( 17 ) ? = 178 
Options: a ) 2.29 , b ) 2.75 , c ) 4.25 , d ) 4.5 , e ) none of these
Output: d
Problem: a bell curve ( normal distribution ) has a mean of − 1 and a standard deviation of 1 / 8 . how many integer values z are within 3 standard deviations of the mean ? 
Options: a ) 0 , b ) 1 , c ) 3 , d ) 6 , e ) 7
Output: b
Problem: if xy > 0 , 1 / x + 1 / y = 6 , and 1 / xy = 5 , then ( x + y ) / 6 = ? 
Options: a ) 1 / 25 , b ) 1 / 6 , c ) 1 / 5 , d ) 5 , e ) 6
Output: c
Problem: a sum of money is put out at compound interest for 2 years at 20 % . it would fetch rs . 482 more if the interest were payable half - yearly , then it were pay able yearly . find the sum ? 
Options: a ) 2099 , b ) 6086 , c ) 2976 , d ) 2000 , e ) 3862
Output: d
Problem: how many multiples of 7 are there between 14 and 343 , exclusive ? 
Options: a ) 48 , b ) 47 , c ) 46 , d ) 45 , e ) 44
Output: c
Problem: dacid obtained 96 , 95 , 82 , 87 and 92 marks ( out of 100 ) in english , mathematics , physics , chemistry and biology . what are his average marks ? 
Options: a ) 67 , b ) 26 , c ) 87 , d ) 26 , e ) 90
Output: e
Problem: some consecutive natural numbers , starting with 1 , are written on the board . now , one of the numbers was erased and the average of the remaining numbers is 800 / 39 . find the number which was erased . 
Options: a ) 20 , b ) 87 , c ) 266 , d ) 288 , e ) 11
Output: a
Problem: the average weight of a , b and c is 44 kg . if the average weight of a and b be 40 kg and that of b and c be 43 kg , then the weight of b is : 
Options: a ) 17 kg , b ) 28 kg , c ) 26 kg , d ) 31 kg , e ) 35 kg
Output: b
Problem: rahul played weel in this season . his current batting averagge is 51 . if he score 69 runs in today match . his batting average will become 54 . how many matches had he played in this season . 
Options: a ) 8 , b ) 10 , c ) 9 , d ) 6 , e ) 5
Output: e
Problem: a batsman makes a score of 82 runs in the 17 th inning and thus increases his averages by 3 . what is his average after 17 th inning ? 
Options: a ) 25 , b ) 31 , c ) 27 , d ) 29 , e ) 34
Output: e
Problem: jack , jill , and sandy each have one try to make a basket from half court . if their individual probabilities of making the basket are 1 / 6 , 1 / 7 , and 1 / 8 respectively , what is the probability that jill and sandy will make a basket but jack will miss ? 
Options: a ) 3 / 168 , b ) 5 / 168 , c ) 7 / 168 , d ) 5 / 336 , e ) 7 / 336
Output: d
Problem: you and your friend spent a total of $ 11 for lunch . your friend spent $ 3 more than you . how much did your friend spend on their lunch ? 
Options: a ) $ 9 , b ) $ 3 , c ) $ 7 , d ) $ 6 , e ) $ 5
Output: c
Problem: if x is a sum of all even integers on the interval 13 . . . 55 and y is their number , what is the gcd ( x , y ) ? 
Options: a ) 1 , b ) 21 , c ) 26 , d ) 52 , e ) 1014
Output: b
Problem: the difference between a positive proper fraction and its reciprocal is 9 / 20 . the fraction is 
Options: a ) 4 / 5 , b ) 7 / 11 , c ) 7 / 13 , d ) 7 / 15 , e ) 8 / 11
Output: a
Problem: what is the average of 120 , 130 , 140 , 510 , 520 , 530 , 1115 , 1120 , and 1125 ? 
Options: a ) 419 , b ) 551 , c ) 601 , d ) 590 , e ) 721
Output: d
Problem: if 20 % of a number is equal to three - fifth of another number , what is the ratio of first number to the second number ? 
Options: a ) 3 : 1 , b ) 2 : 1 , c ) 1 : 3 , d ) 1 : 2 , e ) 2 : 3
Output: a
Problem: in may mrs lee ' s earnings were 70 percent of the lee family ' s total income . in june mrs lee earned 20 percent more than in may . if the rest of the family ' s income was the same both months , then , in june , mrs lee ' s earnings were approximately what percent of the lee family ' s total income ? 
Options: a ) 64 % , b ) 68 % , c ) 72 % , d ) 74 % , e ) 83 %
Output: d
Problem: the manager at a health foods store mixes a unique superfruit juice cocktail that costs $ 1399.45 per litre to make . the cocktail includes mixed fruit juice and a ç ai berry juice , which cost $ 262.85 per litre and $ 3104.35 per litre , respectively . the manager has already opened 32 litres of the mixed fruit juice . how many litres of the a ç ai berry juice does he need to add ? 
Options: a ) 17 litres , b ) 21.3 litres , c ) 11 litres , d ) 07 litres , e ) 38 litres
Output: b
Problem: it takes 30 days to fill a laboratory dish with bacteria . if the size of the bacteria doubles each day , how long did it take for the bacteria to fill 1 / 64 of the dish ? 
Options: a ) 20 , b ) 22 , c ) 24 , d ) 26 , e ) 28
Output: c
Problem: 1 - 1 - 1 - 1 - 1 - 1 do any operations between the numbers to make the sum as 37 ? 
Options: a ) 34 , b ) 35 , c ) 36 , d ) 37 , e ) 38
Output: d
Problem: peter has $ 642986 in his savings account . what is the least amount of money ( in whole number of dollars ) that he must add to his account if he wants to split this money evenly among his 9 children ? 
Options: a ) $ 642986 , b ) $ 642987 , c ) $ 642988 , d ) $ 642989 , e ) $ 642990
Output: b
Problem: a baker charges n dollars for a birthday cake . next week , she intends to earn 320 dollars selling cakes . if she were to reduce the price of the cake by 20 percent , she would have to sell two more cakes to earn the same amount of revenue . how many cakes does she intend to sell next week ? 
Options: a ) 2 , b ) 4 , c ) 6 , d ) 8 , e ) 10
Output: d
Problem: at a certain company , each employee has a salary grade s that is at least 1 and at most 5 . each employee receives an hourly wage p , in dollars , determined by the formula p = 9.50 + 0.25 ( s – 1 ) . an employee with a salary grade of 5 receives how many more dollars per hour than an employee with a salary grade of 2 ? 
Options: a ) $ 0.50 , b ) $ 0.75 , c ) $ 1.25 , d ) $ 1.50 , e ) $ 1.75
Output: b
Problem: the average of the marks of 30 students in a class is 45 . if the marks of each student are doubled , find the new average ? 
Options: a ) 85 , b ) 77 , c ) 33 , d ) 90 , e ) 75
Output: d
Problem: if the number is divided by 3 , it reduced by 42 . the number is 
Options: a ) a ) 51 , b ) b ) 63 , c ) c ) 45 , d ) d ) 40 , e ) e ) 36
Output: b
Problem: the average of first thirteen prime numbers which are odd is ? 
Options: a ) 20.15 , b ) 21.15 , c ) 22.15 , d ) 23.15 , e ) 24.15
Output: b
Problem: the sum of the first 80 positive even integers is 2,550 . what is the sum of the odd integers from 101 to 200 , inclusive ? 
Options: a ) 5,050 , b ) 7,500 , c ) 10,500 , d ) 15,000 , e ) 19,600
Output: c
Problem: if 25 ^ 5 × 5 ^ ( - 1 ) = ( 125 ) ^ x , then what is the value of x ? 
Options: a ) 2 , b ) 3 , c ) 4 , d ) 5 , e ) 6
Output: b
Problem: what is the least value of x . so that 30 x 55 is divisible by 3 ? 
Options: a ) 4 , b ) 5 , c ) 1 , d ) 2 , e ) 7
Output: d
Problem: on a partly cloudy day , derek decides to walk back from work . when it is sunny , he walks at a speed of s miles / hr ( s is an integer ) and when it gets cloudy , he increases his speed to ( s + 1 ) miles / hr . if his average speed for the entire distance is 2.8 miles / hr , what fraction w of the total distance did he cover while the sun was shining on him ? 
Options: a ) 1 / 4 , b ) 4 / 5 , c ) 1 / 5 , d ) 1 / 6 , e ) 1 / 7
Output: e
Problem: a , b and c invest in the ratio of 3 : 4 : 5 . the percentage of return on their investments are in the ratio of 6 : 5 : 4 . find the total earnings , if b earns rs . 200 more than a : 
Options: a ) 2348 , b ) 7250 , c ) 2767 , d ) 1998 , e ) 5800
Output: e
Problem: a frog can climb up a well at 3 ft per min but due to slipperiness of the well , frog slips down 2 ft before it starts climbing the next minute . if the depth of the well is 57 ft , how much time will the frog take to reach the top ? 
Options: a ) 29 , b ) 27 , c ) 55 , d ) 17 , e ) 10
Output: c
Problem: a library has an average of 1000 visitors on sundays and 700 on other days . the average number of visitors per day in a month of 30 days beginning with a sunday is : 
Options: a ) 740 , b ) 750 , c ) 760 , d ) 770 , e ) 775
Output: b
Problem: 10 camels cost as much as 24 horses , 26 horses cost as much as 4 oxen and 6 oxen as much as 4 elephants . if the cost of 10 elephants is rs . 170000 , find the cost of a camel ? 
Options: a ) rs . 6184.5 , b ) rs . 4184.5 , c ) rs . 5700 , d ) rs . 4284.5 , e ) rs . 5184.5
Output: b
Problem: little john had $ 16.10 . he spent $ 3.25 on sweets and gave to his two friends $ 2.20 each . how much money was left ? 
Options: a ) $ 6.45 , b ) $ 8.35 , c ) $ 8.75 , d ) $ 8.85 , e ) $ 8.45
Output: e
Problem: what is the 36 th digit to the right of the decimal point in the decimal expansion of 1 / 37 ? 
Options: a ) 0 , b ) 2 , c ) 4 , d ) 7 , e ) 9
Output: d
Problem: a number when divided by a divisor leaves a remainder of 24 . when twice the original number is divided by the same divisor , the remainder is 11 . what is the value of the divisor ? 
Options: a ) 13 , b ) 59 , c ) 35 , d ) 37 , e ) 12
Output: d
Problem: niall ' s income is 60 % less than rex ' s income , and sam ' s income is 25 % less than niall ' s income . if rex gave 60 % of his income to sam and 40 % of his income to niall , niall ' s new income would be what fraction of sam ' s new income ? 
Options: a ) 8 / 9 , b ) 11 / 12 , c ) 8 / 13 , d ) 11 / 13 , e ) 12 / 13
Output: a
Problem: for each month of a given year except december , a worker earned the same monthly salary and donated one - tenth of that salary to charity . in december , the worker earned n times his usual monthly salary and donated one - third of his earnings to charity . if the worker ' s charitable contributions totaled one - eighth of his earnings for the entire year , what is the value of n ? 
Options: a ) 8 / 5 , b ) 5 / 2 , c ) 3 , d ) 33 / 25 , e ) 4
Output: d
Problem: the average ( arithmetic mean ) of 20 , 40 , and 60 is 6 more than the average of 10 , 70 , and what number ? 
Options: a ) 15 , b ) 25 , c ) 35 , d ) 22 , e ) 55
Output: d
Problem: a telephone company needs to create a set of 3 - digit area codes . the company is entitled to use only digits 6 , 4 and 3 , which can be repeated . if the product of the digits in the area code must be even , how many different codes can be created ? 
Options: a ) 20 , b ) 22 , c ) 26 , d ) 24 , e ) 30
Output: c
Problem: the average ( arithmetic mean ) of 4 different integers is 72 . if the largest integer is 90 , what is the least possible value of the smallest integer ? 
Options: a ) 1 , b ) 19 , c ) 21 , d ) 30 , e ) 33
Output: c
Problem: 1 , 3,5 , 7,9 , . . 50 find term of sequnce for this . 
Options: a ) 1356 , b ) 1557 , c ) 1688 , d ) 1700 , e ) 2500
Output: e
Problem: if x is to be chosen at random from the integers between 1 to 6 , inclusive , and y is to be chosen at random from the integers between 7 and 10 , inclusive , what is the probability that x + y will be even ? 
Options: a ) 1 / 2 , b ) 2 / 3 , c ) 3 / 4 , d ) 4 / 5 , e ) 5 / 6
Output: a
Problem: lisa and robert have taken the same number of photos on their school trip . lisa has taken 3 times as many photos as claire and robert has taken 28 more photos than claire . how many photos has claire taken ? 
Options: a ) 6 , b ) 8 , c ) 10 , d ) 12 , e ) 14
Output: e
Problem: at veridux corporation , there are 250 employees . of these , 90 are female , and the rest are males . there are a total of 40 managers , and the rest of the employees are associates . if there are a total of 140 male associates , how many female managers are there ? 
Options: a ) 15 , b ) 20 , c ) 25 , d ) 30 , e ) 35
Output: b
Problem: the mean of 50 observations was 36 . it was found later that an observation 48 was wrongly taken as 21 . the corrected new mean is : 
Options: a ) 36.54 , b ) 36.58 , c ) 36.23 , d ) 36.14 , e ) 36.81
Output: a
Problem: the population of a town increased from 50000 to 80000 in a decade . the average percent increase of population per year is : 
Options: a ) 4.37 % , b ) 5 % , c ) 6 % , d ) 8.75 % , e ) none of these
Output: c
Problem: the number 152 is equal to the sum of the cubes of two integers . what is the product of those integers ? 
Options: a ) 8 , b ) 15 , c ) 21 , d ) 27 , e ) 39
Output: b
Problem: linda spent 3 / 4 of her savings on furniture and the rest on a tv . if the tv cost her $ 200 , what were her original savings ? 
Options: a ) $ 500 , b ) $ 600 , c ) $ 700 , d ) $ 800 , e ) $ 900
Output: d
Problem: there are 7 players in a bowling team with an average weight of 103 kg . if two new players join the team , one weighs 110 kg and the second weighs 60 kg , what will be the new average weight ? 
Options: a ) 95 kg . , b ) 99 kg . , c ) 89 kg . , d ) 90 kg . , e ) 92 kg .
Output: b
Problem: if a - b = 5 and a 2 + b 2 = 34 , find the value of ab . 
Options: a ) a ) 4.5 , b ) b ) 12 , c ) c ) 15 , d ) d ) 18 , e ) e ) 20
Output: a
Problem: a certain class of students is being divided into teams . the class can either be divided into 16 teams with an equal number of players on each team or 24 teams with an equal number of players on each team . what is the lowest possible number of students in the class ? 
Options: a ) 6 , b ) 36 , c ) 48 , d ) 60 , e ) 72
Output: c
Problem: if you roll a fair - sided die twice , what is the probability of getting a ( 4.4 ) double ? 
Options: a ) 1 / 2 , b ) 1 / 4 , c ) 1 / 12 , d ) 1 / 3 ! , e ) 1 / 24
Output: d
Problem: the average marks obtained by 100 candidates in an examination is 50 . find how many candidates have passed in the examination , if the average marks of candidates who passed is 70 and that of failed candidates is 20 . 
Options: a ) 33 , b ) 77 , c ) 60 , d ) 29 , e ) 11
Output: c
Problem: 6 friends went to a hotel and decided to pay the bill amount equally . but 5 of them could pay rs . 100 each as a result 6 th has to pay rs . 100 extra than his share . find the amount paid by him . 
Options: a ) 156 , b ) 220 , c ) 130 , d ) 240 , e ) none
Output: b
Problem: following an increase in prices , the price of a candy box was 15 pounds and the price of a can of soda was 6 pounds . if the price of a candy box was raised by 25 % , and the price of a can of soda was raised by 50 % . what was the price of a box of candy plus a can of soda before prices were raised ? 
Options: a ) 11 . , b ) 12 . , c ) 13 . , d ) 14 . , e ) 16
Output: e
Problem: how many positive integers less than 10,000 are there in which the sum of the digits equals 5 ? 
Options: a ) 31 , b ) 51 , c ) 56 , d ) 62 , e ) 93
Output: c
Problem: if a / x = 1 / 3 and a / y = 1 / 4 , then ( x + y ) = 
Options: a ) 2 a , b ) a / 2 , c ) 6 a , d ) 7 a , e ) 9 a
Output: d
Problem: 63 + 5 * 12 / ( 180 / 3 ) = ? 
Options: a ) 22 , b ) 77 , c ) 29 , d ) 64 , e ) 21
Output: d
Problem: the product of two numbers is 2028 and their h . c . f is 13 . the number of such pairs is : 
Options: a ) 1 , b ) 2 , c ) 3 , d ) 4 , e ) 5
Output: b
Problem: the average age of 20 men in the class is 15.6 years . 5 new men join and the new average becomes 14.56 years . what was the average age of 5 new men ? 
Options: a ) 15.5 , b ) 15.4 , c ) 15.25 , d ) 10.4 , e ) 15.6
Output: d
Problem: the product of two numbers is 120 and the sum of their squares is 289 . the sum of the number is 
Options: a ) 20 , b ) 23 , c ) 27 , d ) 150 , e ) 255
Output: b
Problem: a straight line in the xy - plane has y - intercept of 49 . on this line the x - coordinate of the point is 71 and y - coordinate is 12 then what is the slope of the line ? 
Options: a ) 0.5 , b ) 0.51 , c ) - 0.52 , d ) 0.31 , e ) - 0.49
Output: c
Problem: the average age of 10 members of a committee is the same as it was 4 years ago , because an old member has been replaced by a young member . find how much younger is the new member ? 
Options: a ) 35 , b ) 15 , c ) 40 , d ) 52 , e ) 14
Output: c
Problem: 500 x 223 + 500 x 77 = ? 
Options: a ) 2736900 , b ) 2738800 , c ) 150000 , d ) 2716740 , e ) none of them
Output: c
Problem: a tank holds x gallons of a saltwater solution that is 20 % salt by volume . one fourth of the water is evaporated , leaving all of the salt . when 5 gallons of water and 10 gallons of salt are added , the resulting mixture is 33 1 / 3 % salt by volume . what is the value of x ? 
Options: a ) 37.5 , b ) 75 , c ) 100 , d ) 150 , e ) 175
Output: b
Problem: on dividing 23 by a number , the quotient is 4 and the remainder is 3 . find the divisor . 
Options: a ) 1 , b ) 2 , c ) 4 , d ) 5 , e ) 7
Output: d
Problem: the cost of a one - family home was $ 120,000 in 1980 . in 1988 , the price had increased to $ 192,000 . what was the percent increase in the cost of the home ? 
Options: a ) 60 % , b ) 50 % , c ) 55 % , d ) 40 % , e ) 33.3 %
Output: a
Problem: what is the total number of y integers between 100 and 200 that are divisible by 3 ? 
Options: a ) 33 , b ) 32 , c ) 31 , d ) 30 , e ) 29
Output: a
Problem: if a - b = 8 and a ^ 2 + b ^ 2 = 164 , find the value of ab 
Options: a ) 10 , b ) 12 , c ) 50 , d ) 18 , e ) 19
Output: c
Problem: the average marks of 25 students in a class is 100 . but a student mark is wrongly noted as 60 instead of 10 then find the correct average marks ? 
Options: a ) a ) 78 , b ) b ) 82 , c ) c ) 98 , d ) d ) 91 , e ) e ) 85
Output: c
Problem: 25.25 / 2000 is equal to : 
Options: a ) 1.012526 , b ) 0.012625 , c ) 0.12526 , d ) 0.12625 , e ) 0.12725
Output: b
Problem: in a maths test , students were asked to find 5 / 16 of a certain number . one of the students by mistake found 5 / 6 th of that number and his answer was 200 more than the correct answer . find the number . 
Options: a ) 384 , b ) 76 , c ) 26 , d ) 28 , e ) 11
Output: a
Problem: an astronomer noted that a grouping of red giant stars had an average solar mass of 8 m each , and a grouping of white dwarf stars had an average solar mass of 1.5 m each . if the astronomer calculated the total solar mass of both groupings to be 49 m , what total number of red giant stars and white dwarf stars did the astronomer note ? 
Options: a ) 10 , b ) 11 , c ) 12 , d ) 13 , e ) 14
Output: b
Problem: the average of marks obtained by 120 candidates was 35 . if the avg of marks of passed candidates was 39 and that of failed candidates was 39 and that of failed candidates was 15 , the no . of candidates who passed the examination is ? 
Options: a ) 80 , b ) 90 , c ) 100 , d ) 120 , e ) 130
Output: c
Problem: a solution is 90 % glycerin . if there are 4 gallons of the solution , how much water , in gallons must be addded to make a 75 % glycerin solution 
Options: a ) 1.8 , b ) 1.4 , c ) 1.2 , d ) 1.0 , e ) 0.8
Output: e
Problem: of the 20210 employees of the anvil factory , 2 / 7 are journeymen . if half of the journeymen were laid off , what percentage of the total remaining employees would be journeymen ? 
Options: a ) 14.3 % , b ) 16.67 % , c ) 33 % , d ) 28.6 % , e ) 49.67 %
Output: e
Problem: average of 10 matches is 32 , how many runs one should should score to increase his average by 4 runs . 
Options: a ) 70 , b ) 76 , c ) 78 , d ) 80 , e ) 88
Output: b
Problem: the wages earned by robin is 40 % more than that earned by erica . the wages earned by charles is 60 % more than that earned by erica . how much percent is the wages earned by charles more than that earned by robin ? 
Options: a ) 14 % , b ) 23 % , c ) 30 % , d ) 50 % , e ) 100 %
Output: a
Problem: a scale 6 ft . 8 inches long is divided into 2 equal parts . find the length of each part . 
Options: a ) 20 inches , b ) 77 inches , c ) 66 inches , d ) 97 inches , e ) 40 inches
Output: e
Problem: in a coconut grove , ( x + 2 ) trees yield 40 nuts per year , x trees yield 120 nuts per year and ( x – 2 ) trees yield 180 nuts per year . if the average yield per year per tree be 100 , find x . 
Options: a ) 3 , b ) 4 , c ) 5 , d ) 6 , e ) 7
Output: e
Problem: max planned to buy bike , sales man advised him to buy within this month , if he purchase next month means state tax will be increasing 10 % than its cost and it would be 82500 . what is the bike ' s selling price in this month 
Options: a ) 70000 , b ) 73000 , c ) 75000 , d ) 77000 , e ) 79000
Output: c
Problem: 80 370 860 1550 2440 ? 
Options: a ) 900 , b ) 840 , c ) 750 , d ) 860 , e ) 3530
Output: e
Problem: 15 times a number gives 150 . the number is 
Options: a ) 11 , b ) 15 , c ) 13 , d ) 14 , e ) can not be determined
Output: b
Problem: if ( 10 ^ 4 * 3.456789 ) ^ 9 is written as a single term , how many digits would be to the right of the decimal place ? 
Options: a ) 6 , b ) 12 , c ) 18 , d ) 32 , e ) 48
Output: c
Problem: two ants , arthur and amy , have discovered a picnic and are bringing crumbs back to the anthill . amy makes twice as many trips and carries one and a half times as many crumbs per trip as arthur . if arthur carries a total of c crumbs to the anthill , how many crumbs will amy bring to the anthill , in terms of c ? 
Options: a ) x / 2 , b ) x , c ) 3 x / 2 , d ) 2 x , e ) 3 x
Output: e
Problem: what is the smallest of 6 consecutive odd integers whose average ( arithmetic mean ) is b + 2 ? 
Options: a ) b - 3 , b ) b - 6 , c ) b - 1 , d ) b , e ) b + 1
Output: a
Problem: a prize of $ 1200 is to be distributed among 40 winners , each of whom must be awarded at least $ 40 . if 2 / 5 of the prize will be distributed to 3 / 5 of the winners , what is the greatest possible individual award ? 
Options: a ) $ 100 , b ) $ 120 , c ) $ 280 , d ) $ 300 , e ) $ 360
Output: b
Problem: the maximum number of student amoung them 1204 pens and 840 pencils can be distributed in such a way that each student gets the same number of pens and same number of pencils is : 
Options: a ) 91 , b ) 28 , c ) 56 , d ) 89 , e ) none of these
Output: b
Problem: what is the total number of positive integers that are less than 800 and that have no positive factor in common with 800 other than 1 ? 
Options: a ) 200 , b ) 320 , c ) 480 , d ) 500 , e ) 600
Output: b