Lots-of-LoRAs/task1678_mathqa_answer_selection huggingface dataset:
Input: Problem: 0 - - -: - | - - -: - - | -: - -: - | - -: - - - | -: - - - - 1 on the number line above, the segment from 0 to 1 has been divided into fifths, as indicated by the large tick marks, and also into sevenths, as indicated by the small tick marks. what is the least possible distance x between any two of the tick marks ?
Options: a. 1 / 70, b. 1 / 35, c. 2 / 35, d. 1 / 12, e. 1 / 7
Output: 

 b
Input: Problem: the cost of 2 chairs and 3 tables is rs. 1400. the cost of 3 chairs and 2 tables is rs. 1200. the cost of each table is more than that of each chair by ?
Options: a. 228, b. 287, c. 277, d. 188, e. 200
Output: 

 e
Input: Problem: 1.5, 2.5, 4.5, 7.5, 11.5, (.... )
Options: a. 16.5, b. 15.5, c. 14.5, d. 17.5, e. 17
Output: 

 a
Input: Problem: how many shots of 1 cm radius can be prepared from a sphere of 5 cm radius ?
Options: a. 33, b. 88, c. 27, d. 125, e. 199
Output: 

 d
Input: Problem: x can do a piece of work in 40 days. he works at it for 8 days and then y finished it in 20 days. how long will y take to complete the work ?
Options: a. 10, b. 12, c. 25, d. 18, e. 20
Output: 

 c
Input: Problem: a and b go around a circular track of length 600 m on a cycle at speeds of 36 kmph and 54 kmph. after how much time will they meet for the first time at the starting point ?
Options: a. 120, b. 775, c. 555, d. 288, e. 278
Output: 

 a
Input: Problem: an urn contains 10 black and 5 white balls. two balls are drawn from the urn one after the other without replacement. what is the probability that both drawn balls are black ?
Options: a. 1 / 5, b. 3 / 7, c. 2 / 5, d. 3 / 5, e. 2 / 7
Output: 

 b
Input: Problem: a train running at the speed of 90 km / hr crosses a pole in 5 seconds. find the length of the train.
Options: a. 150 meter, b. 145 meter, c. 140 meter, d. 125 meter, e. none of these
Output: 

 d
Input: Problem: the average of 7 numbers is 24. if each number be multiplied by 5. find the average of new set of numbers ?
Options: a. 110, b. 122, c. 120, d. 125, e. 145
Output: 

 c
Input: Problem: 3 men and 8 women complete a task in same time as 6 men and 2 women do. how much fraction of work will be finished in same time if 4 men and 2 women will do that task.
Options: a. 5 / 7, b. 3 / 10, c. 5 / 18, d. 5 / 16, e. 5 / 11
Output: 

 a
Input: Problem: the average weight of 6 person ' s increases by 4.5 kg when a new person comes in place of one of them weighing 75 kg. what might be the weight of the new person ?
Options: a. 160 kg, b. 175 kg, c. 180 kg, d. 102 kg, e. 190 kg
Output: 

 d
Input: Problem: two numbers are less than third number by 60 % and 74 % respectively. how much percent is the second number less than by the first ?
Options: a. 18 %, b. 29 %, c. 35 %, d. 41 %, e. none of these
Output: 

 c
Input: Problem: the length and breadth of a rectangle is increased by 3 % and 6 % respectively. what is the increase in the area ?
Options: a. 9.18, b. 9.25, c. 9.5, d. 8.98, e. 8.88
Output: 

 a
Input: Problem: a sum of money becomes 7 / 6 of itself in 7 years at a certain rate of simple interest. the rate per annum is ?
Options: a. 50 / 13, b. 50 / 17, c. 50 / 19, d. 50 / 21, e. 50 / 23
Output: 

 d
Input: Problem: a 150 m long train crosses a platform in 39 sec while it crosses a signal pole in 18 sec. what is the length of the platform ?
Options: a. 300, b. 175, c. 360, d. 370, e. 380
Output: 

 b
Input: Problem: 4 athletes, wendy, michelle, brenda, and jamal, scored in a soccer ( football ) game. if michelle scored 1 more goal than brenda did, jamal scored 3 less than wendy did, and wendy scored 3 more than michelle did, how many fewer goals did brenda score than jamal ?
Options: a. - 8, b. - 6, c. - 2, d. - 1, e. - 3
Output: 

 d
Input: Problem: if 5 + 7 / x = 6 - 5 / x, then x =
Options: a. 7, b. 14, c. 12, d. 6 / 7, e. 5
Output: 

 c
Input: Problem: 100 people are attending a newspaper conference. 45 of them are writers and more than 36 are editors. of the people at the conference, x are both writers and editors and 2 x are neither. what is the largest possible number of people who are both writers and editors ?
Options: a. 26, b. 24, c. 18, d. 20, e. 22
Output: 

 c
Input: Problem: a certain elevator has a safe weight limit of 2,000 pounds. what is the greatest possible number of people who can safely ride on the elevator at one time with the average ( arithmetic mean ) weight of half the riders being 200 pounds and the average weight of the others being 230 pounds ?
Options: a. 7, b. 8, c. 9, d. 10, e. 11
Output: 

 c
Input: Problem: the sum of two consecutive number is 67. which is the larger number ?
Options: a. 34, b. 43, c. 44, d. 45, e. 46
Output: 

 a
Input: Problem: first column specifies the no of days prior to departure information. second column specifies the percentage discount offered. 0 - 6 days = = > 0 % 7 - 13 days = = > 10 % 14 - 29 days = = > 25 % 30 days or more = = > 40 % the table above shows the discount structure for advanced purchase of tickets at a particular airline. a passenger bought a ticket at this airline for $ 1050. the ticket agent informed her that, had she purchased the ticket one day later, she would have paid $ 210 more. how many days before her departure did she purchase her ticket.
Options: a. 6, b. 7, c. 13, d. 14, e. 29
Output: 

 d
Input: Problem: what is the value of n if the sum of the consecutive odd intergers r from 1 to n equals 169 ?
Options: a. 47, b. 25, c. 37, d. 33, e. 29
Output: 

 b
Input: Problem: in a t. v. factory, an average of 63 tvs are produced per day for the fist 25 days of the months. a few workers fellill for the next 5 daysreducing the daily avg for the month to 58 sets / day. the average production per day for day last 5 days is ?
Options: a. 35, b. 33, c. 48, d. 50, e. 52
Output: 

 b
Input: Problem: in n is a positive integer less than 200, and 14 n / 60 is an integer, then n has how many different positive prime factors s ?
Options: a. 2, b. 3, c. 5, d. 6, e. 8
Output: 

 b
Input: Problem: a shopkeeper gave an additional 20 per cent concession on the reduced price after giving 30 per cent standard concession on an article. if arun bought that article for 1120, what was the original price ?
Options: a. 3000, b. 4000, c. 2400, d. 2000, e. none of these
Output: 

 d
Input: Problem: ( 4 ! ) ^ n is a factor of 12 !, but ( 4 ! ) ^ ( n + 1 ) is not factor of 12 !. what is the value of n ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: 

 c
Input: Problem: if m is an integer such that ( - 2 ) ^ 2 m = 2 ^ ( 6 - m ) then m = ?
Options: a. 1, b. 2, c. 3, d. 5, e. 6
Output: 

 b
Input: Problem: in a 200 m race, a beats b by 20 m and c by 38 m. in a race of 600 m b will beat c by
Options: a. 20 m, b. 30 m, c. 25 m, d. 15 m, e. 60 m
Output: 

 e
Input: Problem: a bullet train covers a distance in 50 min, if it runs at a speed of 48 kmph on an average. the speed at which the bullet train must run to reduce the time of journey to 40 min will be.
Options: a. 80 kmph, b. 40 kmph, c. 60 kmph, d. 90 kmph, e. 30 kmph
Output: 

 c
Input: Problem: on the independence day, bananas were be equally distributed among the children in a school so that each child would get two bananas. on the particular day 360 children were absent and as a result each child got two extra bananas. find the actual number of children in the school ?
Options: a. 237, b. 287, c. 197, d. 287, e. 720
Output: 

 e
Input: Problem: what is the remainder when 1041 * 1047 * 1050 * 1053 is divided by 33 ?
Options: a. 3, b. 27, c. 30, d. 21, e. 18
Output: 

 d
Input: Problem: there are 2 sections a and b in a class, consisting of 50 and 50 students respectively. if the average weight of section a is 60 kg and that of section b is 80 kg, find the average of the whole class ?
Options: a. 50.78 kg, b. 49.32 kg, c. 61.67 kg, d. 70 kg, e. 70.89 kg
Output: 

 d
Input: Problem: the probability of two events a and b are 0.20 and 0.40 respectively. the probability that both a and b occur is 0.15. the probability that neither a nor b occur is _________
Options: a. 0.45, b. 0.4, c. 0.5, d. 0.55, e. 0.6
Output: 

 d
Input: Problem: the average height of 35 boys in a class was calculated as 183 cm. it has later found that the height of one of the boys in the class was wrongly written as 166 cm whereas his actual height was 106 cm. find the actual average height of the boys in the class ( round off your answer to two decimal places ?
Options: a. 187.89 cm, b. 181.29 cm, c. 123.98 cm, d. 149.98 cm, e. 146.89 cm
Output: 

 b
Input: Problem: a person borrows 9000 for 9 years at 3 % p. a. simple interest. he immediately lends it to another person at 7 % p. a. for 9 years. find his gain in the transaction per year.
Options: a. 380, b. 360, c. 340, d. 300, e. 180
Output: 

 b
Input: Problem: x varies inversely as square of y. given that y = 3 for x = 1. the value of x for y = 9 will be equal to :
Options: a. 3, b. 6, c. 1 / 9, d. 1 / 3, e. 9
Output: 

 c
Input: Problem: evaluate: 96385 + 12 * 3 * 25 = ?
Options: a. 96385, b. 96358, c. 96785, d. 96485, e. 96855
Output: 

 d
Input: Problem: which greatest possible length can be used to measure exactly 15 meter 20 cm, 12 meter 20 cm and 14 meter 20 cm
Options: a. 20 cm, b. 25 cm, c. 24 cm, d. 55 cm, e. 30 cm
Output: 

 a
Input: Problem: 3 / 5 * [ ( 2 / 3 + 3 / 8 ) / 2 ] - 1 / 16 =
Options: a. 1 / 4, b. 19 / 16, c. 15 / 16, d. 9 / 13, e. 0
Output: 

 a
Input: Problem: how many integers are between 7 and 57 / 4, inclusive ?
Options: a. 4, b. 5, c. 7, d. 8, e. 10
Output: 

 d
Input: Problem: p, q and r have $ 4000 among themselves. r has two - thirds of the total amount with p and q. find the amount with r ?
Options: a. 2400, b. 2403, c. 3998, d. 2539, e. 1600
Output: 

 e
Input: Problem: the average marks of a class of 12 students is 40 and that of another class of 28 students is 60. find the average marks of all the students ?
Options: a. 52.2, b. 59.5, c. 52.8, d. 52.5, e. 54.0
Output: 

 e
Input: Problem: two pipes p and q can fill a cistern in 12 and 15 minutes respectively. both are opened together, but at the end of 2 minutes the first is turned off. how many more minutes will it take for the cistern to fill after the first pipe is turned off ?
Options: a. 8.5, b. 9.5, c. 10.5, d. 11.5, e. 12.5
Output: 

 c
Input: Problem: what is the sum of the 1 st 5 prime numbers greater than 20 ?
Options: a. 121, b. 151, c. 168, d. 164, e. 161
Output: 

 e
Input: Problem: what is the sum of the greatest common factor and the lowest common multiple of 16 and 72 ?
Options: a. 142, b. 152, c. 124, d. 160, e. 184
Output: 

 b
Input: Problem: a set of pictures of butterflies contains 10 pictures. jim bought 3 of the pictures. if 2 pictures are to be picked out from the 10 pictures, what is the probability that both pictures are not those that were already bought by jim ?
Options: a. 14 / 15, b. 3 / 5, c. 6 / 13, d. 7 / 15, e. 7 / 10
Output: 

 d
Input: Problem: 3 candidates in an election and received 6136, 7636 and 11628 votes respectively. what % of the total votes did the winning candidate got in that election ?
Options: a. 46 %, b. 49 %, c. 57 %, d. 59 %, e. 61 %
Output: 

 a
Input: Problem: how many positive integers less than 5,000 are evenly divisible by neither 14 nor 21 ?
Options: a. 4,514, b. 4,475, c. 4,521, d. 4,428, e. 4,349
Output: 

 e
Input: Problem: a tank is filled by 3 pipes a, b, c in 6 hours. pipe c is twice as fast as b and b is twice as fast as a. how much will pipe a alone take to fill the tank ?
Options: a. 25 hr, b. 42 hr, c. 40 hr, d. 20 hr, e. 50 hr
Output: 

 b
Input: Problem: a worker is paid a regular rate of rs. 30 for completing a survey. the worker completes 100 surveys per week. for any survey involving the use of her cellphone, she is paid at a rate of that is 20 % higher than her regular rate. if she completed 50 surveys involving the use of her cellphone, how much did she get that week ?
Options: a. 2200, b. 1100, c. 2500, d. 2800, e. 3300
Output: 

 e
Input: Problem: how many numbers are divisible by both 2 and 3 up to 300 ?
Options: a. 50, b. 100, c. 150, d. 200, e. 250
Output: 

 a
Input: Problem: by the how much is two - fifth of 300 greater than 3 - fifths of 125 ?
Options: a. 15, b. 3, c. 5, d. 45, e. none of these
Output: 

 d
Input: Problem: suraj has a certain average of runs for 16 innings. in the 17 th innings he scores 92 runs thereby increasing his average by 4 runs. what is his average after the 17 th innings ?
Options: a. 48, b. 64, c. 28, d. 72, e. 27
Output: 

 c
Input: Problem: find large number from below question the difference of two numbers is 1355. on dividing the larger number by the smaller, we get 6 as quotient and the 15 as remainder
Options: a. 1235, b. 1345, c. 1678, d. 1767, e. 1623
Output: 

 e
Input: Problem: a cycle is bought for rs. 900 and sold for rs. 1080, find the gain percent ?
Options: a. 27 %, b. 20 %, c. 25 %, d. 40 %, e. 28 %
Output: 

 b
Input: Problem: in a race of 1000 m, a can beat by 100 m, in a race of 800 m, b can beat c by 100 m. by how many meters will a beat c in a race of 700 m ?
Options: a. 148.75 m, b. 127.5 m., c. 122.2 m, d. 222.9 m, e. 12289 m
Output: 

 a
Input: Problem: ( 212 + 222 + 232 +... + 302 ) = ?
Options: a. 385, b. 2485, c. 2570, d. 3255, e. none
Output: 

 c
Input: Problem: if a population of women in a town is 50 % of men. what is the population of men as a % of population of women ?
Options: a. 200 %, b. 100 %, c. 50 %, d. 65 %, e. 110 %
Output: 

 a
Input: Problem: if the price of a certain computer increased 30 percent from d dollars to 351 dollars, then 3 d =
Options: a. 540, b. 570, c. 619, d. 649, e. 710
Output: 

 e
Input: Problem: in the storage room of a certain bakery, the ratio of sugar to flour is 5 to 5, and the ratio of flour to baking soda is 10 to 1. if there were 60 more pounds of baking soda in the room, the ratio of flour to baking soda would be 8 to 1. how many pounds of sugar are stored in the room ?
Options: a. 600, b. 1200, c. 1500, d. 1600, e. 2400
Output: 

 e
Input: Problem: an aeroplane covers a certain distance of 670 kmph in 6 hours. to cover the same distance in 6 1 / 4 hours, it must travel at a speed of
Options: a. 440, b. 540, c. 643, d. 740, e. 250
Output: 

 c
Input: Problem: the ratio of males to females in a class is 2: 3. the career preferences of the students in the class are represented in a circle graph. if the area of the graph allocated to each career preference is proportional to the number of students who have that career preference, how many degrees of the circle should be used to represent a career that is preferred by one - fourth of the males and three - fourths of the females in the class ?
Options: a. 186, b. 192, c. 198, d. 204, e. 210
Output: 

 c
Input: Problem: on her annual road trip to visit her family in seal beach, california, traci stopped to rest after she traveled 1 ⁄ 2 of the total distance and again after she traveled 1 ⁄ 4 of the distance remaining between her first stop and her destination. she then drove the remaining 200 miles and arrived safely at her destination. what was the total distance, in miles, from traci ’ s starting point to seal beach ?
Options: a. 250, b. 300, c. 800, d. 400, e. 550
Output: 

 c
Input: Problem: a rainstorm increased the amount of water stored in state j reservoirs from 160 billion gallons to 200 billion gallons. if the storm increased the amount of water in the reservoirs to 40 percent of total capacity, approximately how many billion gallons of water were the reservoirs short of total capacity prior to the storm ?
Options: a. 260, b. 280, c. 325, d. 340, e. 355
Output: 

 d
Input: Problem: the length of a room is 5.5 m and width is 3.75 m. what is the cost of paying the floor by slabs at the rate of $ 600 per sq. metre.
Options: a. $ 12375, b. $ 13575, c. $ 16575, d. $ 14575, e. $ 18575
Output: 

 a
Input: Problem: the length of a room is 6.5 m and width is 2.75 m. what is the cost of paying the floor by slabs at the rate of rs. 600 per sq. metre.
Options: a. rs. 18725, b. rs. 16725, c. rs. 30725, d. rs. 10725, e. rs. 20725
Output: 

 d
Input: Problem: for any positive integer n, the sum of the first n positive integers equals n ( n + 1 ) / 2. what is the sum of odd all the integers between 10 and 100 ?
Options: a. 1345, b. 1576, c. 2475, d. 2578, e. 1895
Output: 

 c
Input: Problem: a train covers a distance of 100 km in 1 hour. if its speed is decreased by 12 km / hr, the time taken by the car to cover the same distance will be ?
Options: a. 1 hr, b. 1 hr 8 min, c. 50 min, d. 1 hr 30 min, e. 1 hr 45 min
Output: 

 b
Input: Problem: find the cost of fencing around a circular field of diameter 22 m at the rate of rs. 2.50 a meter ?
Options: a. 188, b. 172, c. 278, d. 279, e. 222
Output: 

 b
Input: Problem: fox jeans regularly sell for $ 15 a pair and pony jeans regularly sell for $ 18 a pair. during a sale these regular unit prices are discounted at different rates so that a total of $ 8.91 is saved by purchasing 5 pairs of jeans: 3 pairs of fox jeans and 2 pairs of pony jeans. if the sum of the two discount rates is 22 percent, what is the discount rate on pony jeans ?
Options: a. 9 %, b. 10 %, c. 11 %, d. 12 %, e. 15 %
Output: 

 c
Input: Problem: set a { 3, 3,3, 4,5, 5,5 } has a standard deviation of 1. what will the standard deviation be if every number in the set is multiplied by 8 ?
Options: a. a. 1, b. b. 2, c. c. 4, d. d. 8, e. e. 16
Output: 

 d
Input: Problem: one man can do a piece of work in 10 days. one boys join him & he complete the work in 6 days. if he gets 50 rs for his work then what will be the share of the boy.
Options: a. 10, b. 20, c. 30, d. 40, e. 50
Output: 

 b
Input: Problem: a train after traveling for 50 km meets with an accident and then proceeds at 3 / 4 of its former speed and arrives at its destination 35 minutes late. had the accident occurred 24 km farther, it would have reached the destination only 25 minutes late. what is the speed w of the train.
Options: a. a. 45, b. b. 33, c. c. 48, d. d. 55, e. e. 61
Output: 

 c
Input: Problem: mark and ann together were allocated n boxes of cookies to sell for a club project. mark sold 6 boxes less than n and ann sold 2 boxes less than n. if mark and ann have each sold at least one box of cookies, but together they have sold less than n boxes, what is the value of n ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: 

 e
Input: Problem: how long will a boy take to run round a square field of side 35 meters, if he runs at the rate of 9 km / hr ?
Options: a. 22, b. 38, c. 37, d. 56, e. 28
Output: 

 d
Input: Problem: two - third of a positive number and 144 / 216 of its reciprocal are equal. the number is :
Options: a. 5 / 12, b. 12 / 5, c. 25 / 144, d. 144 / 25, e. 1
Output: 

 e
Input: Problem: a no. when divided by 158 gives a remainder 50, what remainder will be obtainedby dividingthe same no. 16 ?
Options: a. 10, b. 11, c. 12, d. 13, e. 14
Output: 

 d
Input: Problem: the ratio of the radius of two circles is 1: 3, and then the ratio of their areas is ?
Options: a. 1: 5, b. 1: 6, c. 1: 9, d. 1: 3, e. 1: 2
Output: 

 c
Input: Problem: a and b can do a work in 5 days and 10 days respectively. a starts the work and b joins him after 4 days. in how many days can they complete the remaining work ?
Options: a. 6 days, b. 2 / 3 days, c. 8 days, d. 3 days, e. 9 days
Output: 

 b
Input: Problem: if rs. 10 be allowed as true discount on a bill of rs. 110 due at the end of a certain time, then the discount allowed on the same sum due at the end of double the time is :
Options: a. rs. 20, b. rs. 21.81, c. rs. 22, d. rs. 18.33, e. none
Output: 

 d
Input: Problem: the ratio between speed of the two trains is 7: 8. if the 2 nd train runs 400 km in 4 hrs, what is the speed of the 1 st train ?
Options: a. 87.9, b. 87.5, c. 87.7, d. 87.6, e. 43.3
Output: 

 b
Input: Problem: the rate of spin of a certain gyroscope doubled every 15 seconds from the moment a particular stopwatch started. if after a minute and a half the gyroscope reached a speed of 400 meters per second, what was the speed, in meters per second, when the stopwatch was started ?
Options: a. 25 / 2, b. 25 / 4, c. 25 / 8, d. 25 / 16, e. 25 / 32
Output: 

 b
Input: Problem: rice weighing 35 / 2 pounds was divided equally and placed in 4 containers. how many ounces of rice were in each container ? ( note that 1 pound = 16 ounces )
Options: a. 40, b. 50, c. 60, d. 70, e. 80
Output: 

 d
Input: Problem: a man purchased earphone on friday. but he forgot how much it cost. the data he have are mean expenditure of all 7 days is 500. expenditure on mon, tue, wed, thurs, sat, sun are 450600, 400500, 550300. on friday he purchased 3 things one earphone, one pen and one notebook. pen cost 30 and notebook cost 50. then what is cost of earphone ?
Options: a. 620, b. 530, c. 450, d. 470, e. 500
Output: 

 a
Input: Problem: ann and bob drive separately to a meeting. ann ' s average driving speed is greater than bob ' s avergae driving speed by one - third of bob ' s average driving speed, and ann drives twice as many miles as bob. what is the ratio w of the number of hours ann spends driving to the meeting to the number of hours bob spends driving to the meeting ?
Options: a. 8: 3, b. 3: 2, c. 4: 3, d. 2: 3, e. 3: 8
Output: 

 b
Input: Problem: a rectangular field is to be fenced on three sides leaving a side of 34 feet uncovered. if the area of the field is 680 sq. ft, how many feet of fencing will be required ?
Options: a. 74 ft, b. 88 ft, c. 22 ft, d. 11 ft, e. 66 ft
Output: 

 a
Input: Problem: in an office, 50 percent of the workers have at least 5 years of service, and a total of 16 workers have at least 10 years of service. if 90 percent of the workers have fewer than 10 years of service, how many of the workers have at least 5 but fewer than 10 years of service ?
Options: a. 8, b. 64, c. 50, d. 144, e. 160
Output: 

 a
Input: Problem: in a factory, there are 90 % technicians and 10 % non - technicians. if the 90 % of the technicians and 10 % of non - technicians are permanent employees, then the percentage of workers who are temporary is ?
Options: a. 62 %, b. 57 %, c. 52 %, d. 82 %, e. 42 %
Output: 

 d
Input: Problem: what is the tens digit of 6 ^ 10 ?
Options: a. 7, b. 3, c. 5, d. 1, e. 9
Output: 

 a
Input: Problem: find the probability that a number selected from numbers 1, 2, 3,..., 40 is a prime number, when each of the given numbers is equally likely to be selected ?
Options: a. 10 / 40, b. 12 / 40, c. 8 / 40, d. 3 / 40, e. 7 / 40
Output: 

 b
Input: Problem: there are 38 students in a certain geometry class. if two thirds of the students are boys and 3 fourths of the boys are under 6 feet tall, how many boys in the class are under 6 feet tall ?
Options: a. 6, b. 12, c. 19, d. 24, e. 27
Output: 

 c
Input: Problem: if a speaks the truth 60 % of the times, b speaks the truth 50 % of the times. what is the probability that at least one will tell the truth
Options: a. 0.8, b. 0.9, c. 1.0, d. 1.2, e. 1.3
Output: 

 a
Input: Problem: a certain bacteria colony doubles in size every day for 25 days, at which point it reaches the limit of its habitat and can no longer grow. if two bacteria colonies start growing simultaneously, how many days will it take them to reach the habitat ’ s limit ?
Options: a. 6.33, b. 7.5, c. 10, d. 15, e. 24
Output: 

 e
Input: Problem: two cubes have their volumes are in the ratio 1: 27. find the ratio of their surface area ?
Options: ['a. 1: 2', 'b. 2: 3', 'c. 1: 9', 'd. 2: 7', 'e. 3: 11']
Output: 

 c
Input: Problem: a can do a piece of work in 28 days and b alone can do it in 10 days. b works at it for 5 days and then leaves. a alone can finish the remaining work in
Options: a. 5 days, b. 6 days, c. 7.5 days, d. 14 days, e. 9 days
Output: 

 d
Input: Problem: a farmer has an apple orchard consisting of fuji and gala apple trees. due to high winds this year 10 % of his trees cross pollinated. the number of his trees that are pure fuji plus the cross - pollinated ones totals 153, while 3 / 4 of all his trees are pure fuji. how many of his trees are pure gala ?
Options: a. 22, b. 33, c. 55, d. 27, e. 88
Output: 

 d