MU-NLPC/Calc-aqua_rat huggingface dataset:
In a new housing development, trees are to be planted along the sidewalk of a certain street. Each tree takes up one square foot of sidewalk space, and there are to be 14 feet between each tree. How many trees can be planted if the road is 151 feet long?	Answers:
A) 8  B) 9  C) 10  D) 11  E) 12

Solution: Let T be the number of trees. Then the length required for trees on the sidewalk will be 1*T= T   To maximize the number of trees, the number of 14 feet spaces between trees should be 1 less than total number of trees.   For example, If there are 3 trees, then there should be 2 spaces between them.   So the number of 14 feet spaces will be T-1. Then, the length of sidewalk required for 14 feet spaces will be 14*(T-1)   It is given that total lenght of sidewalk is 166 feet.   or 14(T-1)+T = 151   or 14T-14+T = 151   or 15T = 165   or T=11   Answer:- 11
Answer: D
Month	Average Price
per Dozen
April $1.0
May $1.20
June $1.5
The table above shows the average (arithmetic mean) price per dozen of the large grade A eggs sold in a certain store during three successive months. If 2/3 as many dozen were sold in April as in May, and twice as many were sold in June as in April, what was the average price per dozen of the eggs sold over the three-month period? Pick one.
A) 1.1  B) 1.29  C) 1.32  D) 1.42  E) 1.5

Solution: Say x dozen eggs were sold in May.   Then 2x/3 dozen eggs were sold in April and 2*2x/3=4x/3 dozen eggs were sold in May.   Total x+2x/3+4x/3=3x dozen eggs were sold in three months.   Total sales: 2x/3*1.+x*1.2+4x/3*1.5= $3.86x. The average price per dozen 3.86x/3x=$1.29.   1.29
Answer: B
Walking at 5/6th of its usual speed a cab is 12mnts late. Find its usual time to cover the journey?  Choose the correct choice from the following choices:	A) 25m	B) 45m	C) 32m	D) 50m	E) 60m

Solution: New speed = 5/6th of usual speed   New time = 6/5th of usual time   6/5 UT - UT = 12m   UT/5 = 12m   UT = 60m   Answer is 60m
Answer: E
What is the area of a right angle triangle with base = 12 and height = 14 ? Choose the correct choice from the following answers:
A) 80
B) 81
C) 82
D) 83
E) 84

Solution: Since the area of a right angle triangle is 1/2 * base * height   Area = 1/2 * 12 * 14= 
1/2 * 12 * 14 = 84
84   Ans: 84
Answer: E
Of the three-digit integers greater than 600, how many have distinct digits ?	Choose one
A) 90  B) 82  C) 80  D) 45  E) 288

Solution: Three digit number can have only following 3 patterns:   A. all digits are distinct;   B. two digits are alike and third is different;   C. all three digits are alike.   We need to calculate B. B=Total - A - C   Total numbers from 600 to 999 = 299 (3-digit numbers greater than 600);   A. all digits are distinct = 4*9*8= 
4*9*8 = 288
288   Answer: 288
Answer: E
a/(b/c)
In the expression above, a, b, and c are different numbers and each is one of the numbers 2, 3, or 6. What is the largest possible value of the expression?
Choose the correct choice:	A) 2/18	B) 6/3	C) 30/2	D) 18/2	E) 6/18

Solution: a/(b/c)   = (a*c)/b   The expression will have the largest value when numerator (a*c) is the largest.   =(6*3)/2   =18/2   Answer 18/2
Answer: D
A certain quantity of 45% concentration solution is replaced with 15% concentration solution such that the concentration of the combined amount is 35%.
What's the ratio of the amount of solution that was replaced to the amount of solution that was not replaced?  Choose the correct choice from the following answers
A) 1:3 B) 1:2 C) 2:3 D) 2:1 E) 3:1

Solution: 15% - - - - - - - - - 35% - - - - - - 45%   From 15 to 35 =20   From 35 to 45 = 10   So the ratio is  20/10= 
 20/10 = 2
2 to 1   1:2 it is
Answer: B
How many digits will be there to the right of the decimal point in the product of 95.75 and .02554 ?
Choices
A) 5  B) 7  C) 4  D) 8  E) 6

Solution: Sum of decimal places = 7.   Since the last digit to the extreme right will be zero (since 5 x 4 = 20)   so there will be 6 significant digits to the right of the decimal point.   Answer is 6.
Answer: E
The L.C.M of two numbers is 48. The numbers are in the ratio 8:3. The sum of numbers is: Choose the correct choice from the following choices.
A) 22 B) 30 C) 40 D) 50 E) 60

Solution: Let the numbers be 8x and 3x.   Then, their L.C.M = 24x. So, 24x = 48 or x = 2.   The numbers are 16 and 6.   Hence, required sum = (16 + 6)= 
(16 + 6) = 22
22.   22NSWER:22
Answer: A
Triangle STV has sides ST = TV = 25, and SV = 14. What is the area?	Select:
A) 144	B) 168	C) 176	D) 190	E) 206

Solution: Let the base B of the triangle be SV = 14. Then we need to find the height H.   H^2 = 25^2 - 7^2 = 576 and then H = 24.   The area is (1/2)*168*H = 7*24= 
7*24 = 168
168   The answer is 168.
Answer: B
Christine selects an item at a 25% off ticket price sale. The item is ticket priced at $25. How much should Christine expect to pay at the register?  Choose the correct answer.
A) 22.5  B) 20.0  C) 18.75  D) 12.5  E) 10.0

Solution: R.P.=$25.00   Sale%=25   S.P.=R.P.*(1-(Sale%/100))=25*(1-(25/100))= 
25*(1-(25/100)) = 75/4 = around 18.75
18.75   ANSWER:18.75
Answer: C
The side of a rhombus is 26 m and length of one of its diagonals is 20 m. The area of the rhombus is? Select the correct option
A) 529 sq m	B) 240 sq m	C) 260 sq m	D) 480 sq m	E) 580 sq m

Solution: 262 – 102 = 242   d1 = 20 d2 = 48   1/2 * 20 * 48= 
1/2 * 20 * 48 = 480
480   ANSWER:480 sq m
Answer: D
A person has to cover a distance of 10km in 1hour. If he covers one half of the distance in half of the total time; to cover the remaining distance in the remaining time, his speed must be? Select
A) 5km/hr
B) 8km/hr
C) 10km/hr
D) 12km/hr
E) 15km/hr

Solution: Remaining distance = 5km   Remaining time = 1/2 * 60= 
1/2 * 60 = 30
30min= 1/2 hour   Required speed = 5*2= 
5*2 = 10
10km/hr   Answer is 10km/hr
Answer: C
If integer k is equal to the sum of all even multiples of 25 between 295 and 615, what is the greatest prime factor of k? Choose the correct option:
A) 5
B) 7
C) 11
D) 13
E) 17

Solution: if we break down what the stem is asking what is the sum of all mult of 50 between 300 and 600.   using arithmetic progression to find n : 600 = 300 + (n - 1) 50   300+ 50 = 50n   350 = 50n => n = 7   the sum would be: 11* mean   mean = [600 + 300] / 2 = 450   7*450 = 4950   7
Answer: B
A sum of money amounts to Rs.6690 after 3 years and to Rs.10,035 after 6 years on compound interest.find the sum.	Choose the correct option:	A) 4360	B) 4460	C) 4560	D) 4660	E) 4760

Solution: Let the sum be Rs.P.then   P(1+R/100)3=6690 …(i) P(1+R/100)6=10035…(ii)   On dividing,we get (1+R/100)3=10025/6690=3/2.   Substituting this value in (i),we get:   P*(3/2)=6690 or P=(6690*2/3)= 
(6690*2/3) = 4_460
4460   Hence,the sum is Rs.4460. answer : 4460
Answer: B
In the Land of Oz only one or two-letter words are used. The local language has 69 different letters. The parliament decided to forbid the use of the seventh letter. How many words have the people of Oz lost because of the prohibition?  Answers.
A) 65  B) 66  C) 67  D) 131  E) 138

Solution: The answer to the question is indeed E. The problem with above solutions is that they do not consider words like AA, BB, ...   The number of 1 letter words (X) that can be made from 69 letters is 69;   The number of 2 letter words (XX) that can be made from 69 letters is 69*69, since each X can take 69 values.   Total: 69+69*69.   Similarly:   The number of 1 letter words (X) that can be made from 68 letters is 68;   The number of 2 letter words (XX) that can be made from 68 letters is 68*68, since each X can take 68 values.   Total: 68+68*68.   The difference is (69+69*69)-(68+68*68)= 
(69+69*69)-(68+68*68) = 138
138.   Answer: 138.
Answer: E
Two pipes A and B can fill a tank in 30 hours and 45 hours respectively. If both the pipes are opened simultaneously, how much time will be taken to fill the tank?
Choose the correct choice from the following choices.
A) 18 hours  B) 15 hours  C) 10 hours  D) 12 hours  E) 8 hours

Solution: Part filled by 18 hours in 1 hour = 1/30   Part filled by B in 1 hour = 1/45   Part filled by (18 hours+B) in 1 hour = 1/30 + 1/45 = 5/90 = 1/18   Both the pipes together fill the tank in 18 hours   18 hoursnswer is 18 hours
Answer: A
There are r red ball, b blue ball and w white ball in a bag. What is the ratio of the number of blue ball to the total no. of ball in terms of r, b and w.?  Pick one.
A) r / (r + b + w)
B) (r + b + w)
C) r * (r + b + w)
D) (r + b + w)/r
E) None

Solution: The total number of marbles is   r + b + w   The total ratio of blue marbles to the total number of marbles is   r / (r + b + w)   r / (r + b + w)
Answer: A
The sum of two numbers is 56, and one of them is 12 more than the other. What are the two numbers?	Choose the correct choice from the following answers.
A) 36-48  B) 22-34  C) 60-24  D) 42-42  E) 21-63

Solution: In this problem, we are asked to find two numbers. Therefore, we must let x be one of them. Let x, then, be the first number.   We are told that the other number is 12 more, x + 12.   The problem states that their sum is 56:   word problem = 56   The line over x + 12 is a grouping symbol called a vinculum. It saves us writing parentheses.   We have:   2x = 56 âˆ’ 12   = 44.   x = 44/2= 
44/2 = 22
22.   This is the first number. Therefore the other number is   x + 12= 22 + 12= 
22 + 12 = 34
34.   The sum of 22 + 34 is 56.   22-34
Answer: B
Shawn invested one half of his savings in a bond that paid simple interest for 2 years and received $200 as interest. He invested the remaining in a bond that paid compound interest, interest being compounded annually, for the same 2 years at the same rate of interest and received $245 as interest. What was the value of his total savings before investing in these two bonds?  Choose the correct choice from the following
A) 4000	B) 3500	C) 2500	D) 3000	E) 2000

Solution: So, we know that Shawn received 20% of the amount he invested in a year. We also know that in one year Shawn received $100, thus 0.2x = $100 --> x = $1,000.   Since, he invested equal sums in his 2 bonds, then his total savings before investing was 2*$1,000 = $2,000   Answer 2000
Answer: E
A man complete a journey in 10 hrs. He travels first half of the journey at the rate of 21 km/hr and second half at the rate of 24 km/hr. Find the total journey in km?
Choose the most appropriate option
A) 876 km	B) 224 km	C) 657 km	D) 176 km	E) 168 km

Solution: Let the total distance be x km.   Then, [(1/2 x) / 21 + (1/2 x) / 24] = 10   15x = 168 * 20 => x = 224 km.   Answer: 224 km
Answer: B
Find the sum of first 20 natural numbers	Select the correct option
A) 470 B) 210 C) 465 D) 463 E) 485

Solution: Explanation:   Sum of n natural numbers   =n(n+1)/2   =20(20+1)/2=20(21)/2=210   Answer: Option 210
Answer: B
In a rectangular coordinate system, what is the area of a rectangle whose vertices have the coordinates (-3, 1), (1, 1), (1, -2) and (-3, -2)? Choose the correct choice from the following answers
A) 12
B) 24
C) 20
D) 30
E) 36

Solution: Length of side 1= 3+1= 
3+1 = 4
4   Length of side 2= 2+1= 
2+1 = 3
3   12rea of rectangle= 4*3= 
4*3 = 12
12   12 is the answer
Answer: A
If 6^k = 4, then 6^(2k+3) =	Choose one.
A) 2925	B) 3456	C) 4581	D) 3683	E) 1308

Solution: 6^k=4   6^2k=4^2   6^2k=16   6^(2k+3)   =6^2k*6^3   =16*216= 
16*216 = 3_456
3456   Answer: 3456
Answer: B
Magnabulk Corp sells boxes holding y magnets each. The boxes are shipped in crates, each holding b boxes. What is the price charged per magnet, in cents, if Magnabulk charges m dollars for each crate?	Choose one
A) 100by/m	B) m/(by)	C) by/(100m)	D) 100m/(by)	E) by/m

Solution: We're given some facts to work with:   1) Magnabulk Corp sells boxes holding Y magnets each.   2) The boxes are shipped in crates, each holding B boxes.   3) Magnabulk charges M DOLLARS for each crate   We're asked for the price charged per magnet, in CENTS....   IF....   Y = 2   B = 3   M = 12   (2 magnets per crate)(3 crates) = 6 magnets   $12 for 6 magnets = $2 per magnet = 200 cents per magnet   So we're looking for an answer that equals 200 when Y=2, B=3 and M=12. There's only one answer that matches...   Answer is 100m/(by)
Answer: D
If x and y are integers and 2x–y= 11, then 4x+ y CANNOT be  Choose the correct answer: A) –5 B) 1 C) 13 D) 17 E) 55

Solution: 2x-y=11   2x=11+y   4x=22+2y   now we need to check the value of 4x+4 => 22+2y+y=22+3y   hence 22+3y=value(in the options)   so y=value-22/3   so checking the options only 17 is unfit   ANSWER:17
Answer: D
In how many ways can seven different rings be worn on four fingers of one hand?
Choose the correct choice from the following choices.
A) 10  B) 12  C) 35  D) 16  E) 18

Solution: Required number of ways = ways of selecting 4 objects out of 7 given objects   = 7354 = 7*6*5*4/24= 
7*6*5*4/24 = 35
35   Answer 35
Answer: C
The ages of two person differ by 12 years. If 5 years ago, the elder one be 5 times as old as the younger one, their present ages(in years) are respectively Choose one:	A) 30, 10	B) 25, 5	C) 29, 9	D) 50, 30	E) 20, 8

Solution: Let their ages be x and (x + 12) years.   Then, 5(x - 5) = (x + 12 - 5)   => 4x = 32   =>x =8   Their present ages are 20 years and 8 year.   ANSW20, 8R:20, 8
Answer: E
In a neighborhood having 90 households, 11 did not have either a car or a bike. If 14 households had a both a car and a bike and 44 had a car, how many had bike only?
Choose the correct answer.
A) 30
B) 35
C) 20
D) 18
E) 10

Solution: {Total}={Car}+{Bike}-{Both}+{Neither} --> 90=44+{Bike}-14+11 --> {Bike}=49 --> # those who have bike only is {Bike}-{Both}=49-14= 
49-14 = 35
35.   Answer: 35.
Answer: B
The volume of a box with a square base is 128 cubic cm. The area of the base of the box is 8 inches more than the height. What is the length of the base of the box?  Choices.
A) 4 cm B) 8 cm C) 16 cm D) 24 cm E) None of the above

Solution: l x w x h = 64   l x w - 8 = h   l=w   Solving the 3 equations we get 4 cmrea of Base = 16 square cm and height = 8 cm, which means length = 4 cm and width = 4 cm   Correct 4 cmnswer: 4 cm
Answer: A
A fruit seller had some apples. He sells 40% apples and still has 420 apples. Originally, he had:	Choose the correct choice from the following answers:
A) 588 apples  B) 742 apples  C) 750 apples  D) 600 apples  E) 700 apples

Solution: Suppose originally he had X apples.   Then, (100 - 40)% of X = 420.   60/100 x X = 420   x =(420 x 100)/60= 700.   answer 700 apples
Answer: E
In a certain random experiment, exactly one of the outcomes A, B, and T will occur. In each random experiment, the probability that outcome A will occur is 1/3 , and the probability that outcome B will occur is 1/3. What is the probability that when the random experiment is conducted 6 independent times, each of outcomes A, B, and T will occur twice?
Choose the most appropriate option: A) 5/243 B) 1/12 C) 10/81 D) 1/6 E) 16/81

Solution: Number of ways in which a group of 2A,2B,2T can be formed in any order = 6!/(2!*2!*2!) [ formula for total of 6 items with 2 each of similar kind)   Total number of ways in which the die can be thrown independently = _ _ _ _ _ _ ; there are 6 places .First can be filled in 3 different ways A/B/T; Second in 3 diff ways again and so on.   So total number of ways = 3X3X3X3X3X3 = 3^6   There fore probability = 6!/(2!x2!x2!) by 3^6 = 90/3^6 = 10/81 Answer 10/81
Answer: C
A squirrel has 13 nuts, then he finds 8 more nuts. Now how many nuts he have?  Choose the correct choice from the following options
A) 5	B) 9	C) 21	D) 11	E) 16

Solution: 13+8= 
13+8 = 21
21. Answer is 21
Answer: C
If a, p, q, and r are positive integers and (p)×(q)×(r)=a^2, which of the following could be the values of p, q, and r?	Pick:
A) 3, 16, 25
B) 9, 25, 24
C) 2, 25, 32
D) 2, 9, 16
E) 8, 16, 36

Solution: This is one of those questions where using the given options is fastest way to get the solution. We need to find a set where 3 numbers can be paired into 2 pairs of some numbers because we need a product which is a square number.   C fits the bill. 2*25*32 = 2*5*5*8*4 = 5*5*8*8   ans 2, 25, 32
Answer: C
Four angles of a quadrilateral are in G.P. Whose common ratio is an intiger. Two of the angles are acute while the other two are obtuse. The measure of the smallest angle of the quadrilateral is Choose the correct answer: A) 12 B) 24 C) 36 D) 46 E) 52

Solution: Let the angles be a, ar, ar 2, ar 3.   Sum of the angles = a ( r 4- 1 ) /r -1 = a ( r 2 + 1 ) ( r + 1 ) = 360   a< 90 , and ar< 90, Therefore, a ( 1 + r ) < 180, or ( r 2 + 1 ) > 2   Therefore, r is not equal to 1. Trying for r = 2 we get a = 24   Therefore, The angles are 24, 48, 96 and 192.   ANSWER:24
Answer: B
Jack and Christina are standing 270 feet apart on a level surface. Their dog, Lindy, is standing next to Christina. At the same time, they all begin moving toward each other. Jack walks in a straight line toward Christina at a constant speed of 4 feet per second and Christina walks in a straight line toward Jack at a constant speed of 5 feet per second. Lindy runs at a constant speed of 8 feet per second from Christina to Jack, back to Christina, back to Jack, and so forth. What is the total distance, in feet, that Lindy has traveled when the three meet at one place?
Choose the correct answer.
A) 150
B) 180
C) 210
D) 240
E) 270

Solution: The relative speed of Jack and Christina is 4 + 5= 
4 + 5 = 9
9 feet per second.   The distance between them is 210 feet, hence they will meet in (time)= (distance)/(relative speed) = 270/7 = 30 seconds.   For all this time Lindy was running back and forth, so it covered (distance) = (speed)*(time) = 8*30= 
8*30 = 240
240 feet.   Answer: 240.
Answer: D
In a T.V. factory, an average of 60TVs are produced per day for the fist 25days of the months. A few workers fell ill for the next five daysreducing the daily avg for the month to 58 sets/day. The average production perday for day last 5days is ?	Choose the most appropriate option:
A) 36
B) 39
C) 48
D) 50
E) 53

Solution: Production during these 5 days = Total production in a month - production in first 25 days.   = 30 x 58 - 25 x 60   = 240   ∴ Average for last 5 days = 240 / 5= 
240 / 5 = 48
48   48
Answer: C
14, 23, 32, 41, 50, 59, …
In the sequence above, each term is 9 more than the previous term. What is the 41st term Q of the sequence?	Choose one:
A) 360  B) 365  C) 369  D) 374  E) 383

Solution: First term , a= 14   Common difference , d = 9   nth term , tn = a + (n-1)d   41st term Q, t41 = a+ 40*d = 14 + 40*9= 
14 + 40*9 = 374
374   Answer 374
Answer: D
At exactly what time past 5:00 will the minute and hour hands of an accurate working clock be precisely perpendicular to each other for the first time?	Select the correct option:  A) 20 13/21 minutes past 7:00  B) 20 13/17 minutes past 7:00  C) 21 9/11 minutes past 5:00  D) 21 9/11 minutes past 7:00  E) 22 4/9 minutes past 7:00

Solution: 5.5 is the angle between minute n hour, this is what I was taught...so shouldn't it be solve by dividing 90 with 5.5?   That would have been the case if your initial difference between the hour and the minute hand was = 0 degrees or in other words, both minute and hour hands were at the same location. But as per the question, you are asked for time AFTER 5:00. At 5:00, the angle between the hour and the minute hand is 210 degrees. you need to take this into account as well.   So in order for the difference to decrease to 90 degrees, the minute hand must eat away this difference of   210-90= 
  210-90 = 120
120 degree at the rate of 5.5 degrees per minute ---> 120/5.5= 21 9/11 minutes.   Thus, 21 9/11 minutes past 5:00 is the correct answer.
Answer: C
find the number, If 50 is subtracted from two-third of number, the result is equal to sum of 40 and one-fourth of that number.	Choose the correct choice from the following options: A) 214 B) 216 C) 114 D) 116 E) 118

Solution: Explanation:   Let the number is x,   =>2/3x−50=1/4x+40   <=>2/3x−1/4x=90   <=>5x/12=90   <=>x=216   Option 216
Answer: B
Eddy and Freddy start simultaneously from city A and they travel to City B and City C respectively. Eddy takes 3 hours and Freddy takes 4 hours to complete the journey. If the distance between City A and City B is 900 kms and City A and City C is 300 kms. What is the ratio of their average speed of travel? (Eddy: Freddy) Choose the correct answer.
A) 8/3	B) 3/8	C) 8/5	D) 4/1	E) 5/3

Solution: 4/1istance traveled by Eddy = 900 km   Time taken by Eddy = 3 hours   Average speed of Eddy = 900/3= 
900/3 = 300
300 km/hour   4/1istance traveled by Freddy= 300 km   Time taken by Freddy = 4 hours   Average speed of Freddy = 300/4= 
300/4 = 75
75 km/hour   Ratio of average speed of Eddy to Freddy= 300/75= 
300/75 = 4
4/1   Answer 4/1
Answer: D
To furnish a room in a model home an interior decorator is to select 3 chairs and 2 tables from the collection of chairs and tables in a warehouse that are all different from each other. If there are 5 chairs in the warehouse and if 100 different combinations are possible, how many tables are there in the warehouse?
Choose the correct choice from the following answers.
A) A)5 B) B)8 C) C)10 D) D)15 E) E)30

Solution: Total number of ways to choose 3 chairs from 5= 5C3=10   Total number of combination=100   That means we need get 10 combinations from the selection of tables....   Screening through the answers.... 5C2=10..... 10*10=100   Answer is 5... 5
Answer: A
Tom opened a shop investing Rs.30000. Jose joined him 2 months later, investing Rs.45000. They earned a profit of Rs.54000 after completion of one year. What will be Jose's share of profit?  Choose the correct choice from the following answers.
A) 20000	B) 22000	C) 24000	D) 25000	E) 30000

Solution: SoL = ~s- So Anju’s share = [5/9] x 54000 = 30000   30000
Answer: E
Pipe A that can fill a tank in an hour and pipe B that can fill the tank in 15 are opened simultaneously when the tank is empty. Pipe B is shut 15 minutes before the tank overflows. When will the tank overflow?
Select the correct option:  A) 40 mins  B) 35 mins  C) 30 mins  D) 32 mins  E) 36 mins

Solution: The last 15 minutes only pipe A was open. Since it needs 1 hour to fill the tank, then in 15 minutes it fills 1/4th of the tank, thus 3/4 of the tank is filled with both pipes open.   The combined rate of two pipes is  1 + 4= 
 1 + 4 = 5
5 tanks/hour, therefore to fill 3/4th of the tank they need (time)= (work)/(rate) = (3/4)/5 = 3/20 hours = 15 minutes.   Total time = 15 + 15= 
15 + 15 = 30
30 minutes.   Answer: 30 mins
Answer: C
Pumps A, B, and C operate at their respective constant rates. Pumps A and B, operating simultaneously, can fill a certain tank in 6/5 hours; pumps A and C, operating simultaneously, can fill the tank in 3/2 hours; and pumps B and C, operating simultaneously, can fill the tank in 1 hours. How many hours does it take pumps A, B, and C, operating simultaneously, to fill the tank.	Options:
A) 37/20  B) 1/2  C) 1/4  D) 1  E) 5/6

Solution: 37/20+B =6/5 ; 37/20+C =3/2 ,B+C =1 ; 37/20DD THEN 2*(37/20+B+C) = 6/5+3/2+1 =37/10   37/20+B+C = 37/20 HRS   37/20
Answer: A
What is the difference between the place value of 5 in the numeral 15295?	Select the correct option.
A) 5005	B) 495	C) 4995	D) 505	E) 4115

Solution: Difference between the place values of 5 = 5000-5= 
5000-5 = 4_995
4995   Answer is 4995
Answer: C