Lots-of-LoRAs/task1678_mathqa_answer_selection huggingface dataset:
Input: Problem: a train 90 m long is running with a speed of 60 km / hr. in what time will it pass a man who is running at 6 km / hr in the direction opposite to that in which the train is going ?
Options: a. 7, b. 6, c. 8, d. 5, e. 4
Output: 

 d
Input: Problem: yesterday it took robert 3 hours to drive from city a to city b. today it took robert 2.5 hours to drive back from city в to city a along the same route. if he had saved 30 minutes in both trips, the speed for the round trip would be 80 miles per hour. what is the distance between city a and city b ?
Options: a. 90, b. 180, c. 150, d. 240, e. 300
Output: 

 b
Input: Problem: in a certain town, the ratio of ny yankees fans to ny mets fans is 3: 2, and the ratio of ny mets fans to boston red sox fans is 4: 5. if there are 360 baseball fans in the town, each of whom is a fan of exactly one of those three teams, how many ny mets fans are there in this town ?
Options: ['a. 96', 'b. 108', 'c. 120', 'd. 132', 'e. 140']
Output: 

 a
Input: Problem: two trains a and b starting from two points and travelling in opposite directions, reach their destinations 9 hours and 16 hours respectively after meeting each other. if the train a travels at 80 kmph, find the rate at which the train b runs.
Options: a. 40, b. 160, c. 120, d. 80, e. 100
Output: 

 b
Input: Problem: in one hour, a boat goes 7 km along the steram and 5 km against the stream. the speed of the boat in still waer ( in km / hr ) is :
Options: a. 2, b. 4, c. 6, d. 12, e. 15
Output: 

 c
Input: Problem: the market value of a certain machine decreased by 10 percent of its purchase price each year. if the machine was purchased in 1982 for its market value of $ 8000, what was its market value two years later ?
Options: a. $ 8,000, b. $ 5,600, c. $ 3,200, d. $ 6,400, e. $ 800
Output: 

 d
Input: Problem: if m is the average ( arithmetic mean ) of the first 10 positive multiples of 3 and if m is the median of the first 10 positive multiples of 3, what is the value of m – m ?
Options: a. – 5, b. 5, c. 0, d. 25, e. 27.5
Output: 

 c
Input: Problem: 0.0008 ? = 0.02
Options: a. 40, b. 4, c. 0.4, d. none of these, e. 0.04
Output: 

 e
Input: Problem: one man adds 3 liters of water to 12 liters of milk and another 4 liters of water to 10 liters of milk. what is the ratio of the strengths of milk in 2 mixtures ?
Options: a. 11: 21, b. 15: 33, c. 28: 25, d. 3: 2, e. 31: 33
Output: 

 c
Input: Problem: when x is even, [ x ] = x / 2 + 1, when x is odd [ x ] = 2 x + 1 then [ 6 ] * [ 3 ] = ?
Options: a. [ 22 ], b. [ 44 ], c. [ 45 ], d. [ 28 ], e. [ 10 ]
Output: 

 d
Input: Problem: $ 6,000 is deposited in a savings account that pays 10 % annual interest compounded semiannually. to the nearest dollar, how much is in the account at the end of the year ?
Options: a. $ 6615.15, b. $ 6615.00, c. $ 6714.10, d. $ 6655.55, e. $ 6698.20
Output: 

 b
Input: Problem: two pipes a and b can separately fill a tank in 12 and 15 minutes respectively. a third pipe c can drain off 36 liters of water per minute. if all the pipes are opened, the tank can be filled in 15 minutes. what is the capacity of the tank ?
Options: a. 542, b. 540, c. 514, d. 829, e. 432
Output: 

 e
Input: Problem: a 300 meter long train crosses a platform in 33 seconds while it crosses a signal pole in 18 seconds. what is the length of the platform ?
Options: a. 250, b. 266, c. 230, d. 288, e. 271
Output: 

 a
Input: Problem: a sells a bicycle to b and makes a profit of 50 %. b sells the same bicycle to c at a profit of 25 %. if the final s. p. of the bicycle was rs. 225, find out the cost price of the bicycle for a.
Options: a. 237, b. 126, c. 971, d. 611, e. 120
Output: 

 e
Input: Problem: the speed of a boat in still water is 15 km / hr and the rate of current is 3 km / hr. the distance travelled downstream in 24 minutes is
Options: a. 17.2 km, b. 7.2 km, c. 7.6 km, d. 17.6 km, e. 27.2 km
Output: 

 b
Input: Problem: abcd is a square where ab = √ 2016. let x be a point on ab and y be a point on cd such that ax = cy. compute the area of trapezoid axyd.
Options: a. 3008, b. 2002, c. 1008, d. 2016, e. 3000
Output: 

 c
Input: Problem: alok ordered 16 chapatis, 5 plates of rice, 7 plates of mixed vegetable and 6 ice - cream cups. the cost of each chapati is rs. 6, that of each plate of rice is rs. 45 and that of mixed vegetable is rs. 70. the amount that alok paid the cashier was rs. 961. find the cost of each ice - cream cup ?
Options: a. rs. 25, b. rs. 22.50, c. rs. 20, d. rs. 17.50, e. none of these
Output: 

 a
Input: Problem: the largest 4 digit number exactly divisible by 55 is ?
Options: a. 9935, b. 9939, c. 9944, d. 9955, e. 9960
Output: 

 d
Input: Problem: a store reported total sales of $ 385 million for february of this year. if the total sales for the same month last year was $ 320 million, approximately what was the percent increase in sales ?
Options: a. 2 %, b. 17 %, c. 20 %, d. 65 %, e. 83 %
Output: 

 c
Input: Problem: a metallic sheet is of rectangular shape with dimensions 46 m x 36 m. from each of its corners, a square is cut off so as to make an open box. if the length of the square is 8 m, the volume of the box ( in m 3 ) is :
Options: a. 4830, b. 5120, c. 6420, d. 4800, e. 8960
Output: 

 d
Input: Problem: a dishonest dealer professes to sell goods at the cost price but uses a weight of 800 grams per kg, what is his percent ?
Options: a. 25 %, b. 25 %, c. 29 %, d. 55 %, e. 45 %
Output: 

 b
Input: Problem: a number is said to be prime saturated if the product of all the different positive prime factors of z is less than the square root of z. what is the greatest two digit prime saturated integer ?
Options: a. 99, b. 98, c. 97, d. 96, e. 95
Output: 

 d
Input: Problem: a certain lab experiments with white and brown mice only. in one experiment, 2 / 3 of the mice are white. if there are 7 brown mice in the experiment, how many mice in total are in the experiment ?
Options: a. 39, b. 33, c. 26, d. 21, e. 10
Output: 

 d
Input: Problem: assume that f ( 1 ) = 0 and f ( m + n ) = f ( m ) + f ( n ) + 4 ( 9 mn - 1 ). for all natural numbers ( integers > 0 ) m and n. what is the value of f ( 17 ) ?
Options: a. 4832, b. 4855, c. 4825, d. 4895, e. 4862
Output: 

 a
Input: Problem: find the least number must be subtracted from 105829 so that remaining no. is divisible by 21 ?
Options: a. 7, b. 10, c. 20, d. 32, e. 35
Output: 

 b
Input: Problem: find the area of a parallelogram with base 26 cm and height 16 cm ?
Options: a. 297 cm 2, b. 384 cm 2, c. 672 cm 2, d. 416 cm 2, e. 286 cm 2
Output: 

 d
Input: Problem: find the product of the localvalue and absolutevalue of 6 in 20618 ?
Options: a. 6300, b. 1100, c. 1200, d. 1300, e. 3600
Output: 

 e
Input: Problem: find the cost of fencing around a circular field of diameter 16 m at the rate of rs. 3 a meter ?
Options: a. 150.84, b. 160.6, c. 150.45, d. 160.99, e. 180.4
Output: 

 a
Input: Problem: pipe a can fill a tank in 6 hours. due to a leak at the bottom, it takes 10 hours for the pipe a to fill the tank. in what time can the leak alone empty the full tank ?
Options: a. 13, b. 17, c. 15, d. 19, e. 12
Output: 

 c
Input: Problem: how many digits are in ( 8 × 10 ^ 18 ) ( 10 × 10 ^ 10 ) ?
Options: a. 24, b. 25, c. 26, d. 27, e. 30
Output: 

 e
Input: Problem: the sum of three consecutive even numbers is 366. find the middle number of the three ?
Options: a. 111, b. 123, c. 122, d. 152, e. 142
Output: 

 c
Input: Problem: if an investor puts $ 800 in a savings account that earns 10 percent annual interest compounded semiannually, how much money will be in the account after one year ?
Options: a. $ 878, b. $ 880, c. $ 882, d. $ 884, e. $ 886
Output: 

 c
Input: Problem: a drink vendor has 20 liters of maaza, 144 liters of pepsi and 368 liters of sprite. he wants to pack them in cans, so that each can contains the same number of liters of a drink, and does n ' t want to mix any two drinks in a can. what is the least number of cans required ?
Options: a. 135, b. 137, c. 142, d. 130, e. 133
Output: 

 e
Input: Problem: praveen starts business with rs. 3920 and after 5 months, hari joins with praveen as his partner. after a year, the profit is divided in the ratio 2: 3. what is hari ’ s contribution in the capital ?
Options: a. s. 10080, b. s. 8000, c. s. 8500, d. s. 9000, e. s. 6000
Output: 

 a
Input: Problem: 8 people went to a restaurant for dinner. 7 of them spent $ 10 each on their meals and the eighth spent $ 7 more than the average expenditure of all 8 people. what was the total amount of money that the 8 people spent ?
Options: a. $ 85, b. $ 88, c. $ 91, d. $ 94, e. $ 97
Output: 

 b
Input: Problem: cost of 2 bats and 3 balls is rs. 1300. the cost of 3 bats and 2 balls is rs. 1200. the cost of each balls is more than that of each bat by ?
Options: a. 50, b. 100, c. 110, d. 120, e. 130
Output: 

 b
Input: Problem: find the number which multiplied by 15 is increased by 196.
Options: a. 14, b. 20, c. 26, d. 28, e. 27
Output: 

 a
Input: Problem: the grade point average of one third of the classroom is 45; the grade point average of the rest is 60. what is the grade point average of the whole class ?
Options: a. 54, b. 55, c. 60, d. 65, e. 70
Output: 

 b
Input: Problem: given f ( x ) = 3 x – 5, for what value of x does 2 * [ f ( x ) ] + 2 = f ( 3 x – 6 )
Options: a. 0, b. 4, c. 5, d. 7, e. 13
Output: 

 c
Input: Problem: a can do a piece of work in 5 hours; b and c together can do it in 3 hours, while a and c together can do it in 2 hours. how long will b alone take to do it ?
Options: a. 30, b. 20, c. 10, d. 6, e. 5
Output: 

 a
Input: Problem: kathleen can paint a room in 4 hours, and anthony can paint an identical room in 5 hours. how many hours would it take kathleen and anthony to paint both rooms if they work together at their respective rates ?
Options: a. 8 / 15, b. 40 / 9, c. 15 / 8, d. 9 / 4, e. 15 / 4
Output: 

 b
Input: Problem: what is the sum of all remainders obtained when the first 100 natural numbers are divided by 8 ?
Options: a. 397, b. 401, c. 403, d. 405, e. 399
Output: 

 b
Input: Problem: 3 positive integers a, b, and c are such that their average is 20 and a ≤ b ≤ c. if the median is ( a + 13 ), what is the least possible value of c ?
Options: a. 21, b. 22, c. 23, d. 24, e. 25
Output: 

 e
Input: Problem: the sum of two numbers is 16 and the sum of their squares is 113. find the numbers.
Options: a. 1 and 2, b. 4 and 5, c. 7 and 8, d. 2 and 3, e. 6 and 7
Output: 

 c
Input: Problem: if 75 percent of a class answered the first question on a certain test correctly, 45 percent answered the second question on the test correctly, and 20 percent answered neither of the questions correctly, what percent answered both correctly ?
Options: a. 10 %, b. ( 8 ) 40 %, c. 30 %, d. 50 %, e. 65 %
Output: 

 b
Input: Problem: a and b started a business in partnership investing rs. 20000 and rs. 15000 respectively. after 6 months, c joined them with rs. 20000. what will be a ' s share in the total profit of rs. 27000 earned at the end of 2 years from the starting of the business ?
Options: a. rs. 7500, b. rs. 9000, c. rs. 9500, d. rs. 10,800, e. none
Output: 

 d
Input: Problem: a distributor sells a product through an on - line store, which take a commission of 20 % of the price set by the distributor. the distributor obtains the product from a producer at the price of $ 15 per item. what is the price that the buyer observers on - line if the distributor wants to maintain a 30 % profit on the cost of the item ?
Options: a. 18, b. 21.6, c. 22, d. 25.7, e. 27
Output: 

 d
Input: Problem: two trains travel in opposite directions at 36 kmph and 45 kmph and a man sitting in slower train passes the faster train in 8 seconds. the length of the faster train is
Options: a. 80 m, b. 100 m, c. 120 m, d. 180 m, e. 160 m
Output: 

 b
Input: Problem: a customer went to a shop and paid a total of $ 40, out of which $ 1.28 was for sales tax on taxable purchases. if the tax rate was 8 %, then what was the cost of the tax free items ?
Options: a. $ 19.54, b. $ 2076, c. $ 21.36, d. $ 22.72, e. $ 23.58
Output: 

 d
Input: Problem: a certain experimental mathematics program was tried out in 2 classes in each of 38 elementary schools and involved 44 teachers. each of the classes had 1 teacher and each of the teachers taught at least 1, but not more than 3, of the classes. if the number of teachers who taught 3 classes is n, then the least and greatest possible values of n, respectively, are
Options: a. 0 and 13, b. 0 and 14, c. 0 and 16, d. 1 and 9, e. 2 and 8
Output: 

 c
Input: Problem: if the probability of rain on any given day in chicago during the summer is 50 %, independent of what happens on any other day, what is the probability of having exactly 3 rainy days from july 4 through july 8, inclusive ?
Options: a. 1 / 32, b. 2 / 25, c. 5 / 16, d. 8 / 25, e. 3 / 4
Output: 

 c
Input: Problem: what positive number, when squared, is equal to the cube of the positive square root of 14 ?
Options: a. 64, b. 32, c. 8, d. 4, e. 2
Output: 

 d
Input: Problem: 33 persons can repair a road in 12 days, working 5 hours a day. in how many days will 30 persons, working 6 hours a day, complete the work ?
Options: a. 10, b. 11, c. 13, d. 18, e. 19
Output: 

 b
Input: Problem: at what rate percent on simple interest will rs. 750 amount to rs. 900 in 5 years ?
Options: a. 6, b. 5, c. 4, d. 78, e. 2
Output: 

 c
Input: Problem: a shopkeeper sells 500 metres of cloth for rs. 18000 at a loss of rs. 5 per metre. find his cost price for one metre of cloth ?
Options: a. 12, b. 27, c. 29, d. 50, e. 41
Output: 

 e
Input: Problem: an employee ’ s annual salary was increased $ 5000. if her new annual salary now equals $ 25000 what was the percent increase ?
Options: a. 15 %, b. 80 %, c. 20 %, d. 22 %, e. 24 %
Output: 

 b
Input: Problem: what least number should be added to 1057, so that the sum is completely divisible by 23
Options: a. a. 4, b. b. 1, c. c. 2, d. d. 3, e. e. 5
Output: 

 b
Input: Problem: while working alone at their constant rates, computer x can process 240 files in 12 hours, and computer y can process 240 files in 6 hours. if all files processed by these computers are the same size, how many hours would it take the two computers, working at the same time at their respective constant rates, to process a total of 240 files ?
Options: a. 3, b. 3.5, c. 4, d. 4.5, e. 5
Output: 

 c
Input: Problem: a bag of potatoes weighs 50 lbs divided by half of its weight. how much does the bag of potatoes weigh ?
Options: a. 10 lb, b. 20 lb, c. 30 lb, d. 40 lb, e. 50 lb
Output: 

 a
Input: Problem: in the coordinate plane, line a has a slope of - 2 and an x - intercept of 2. line b has a slope of 5 and a y - intercept of - 10. if the two lines intersect at the point ( a, b., what is the sum a + b ?
Options: a. 0, b. 1, c. 2, d. 3, e. 4
Output: 

 c
Input: Problem: the average age of a, b and c is 26 years. if the average age of a and c is 29 years, what is the age of b in years ?
Options: a. 19, b. 35, c. 20, d. 32, e. 21
Output: 

 c
Input: Problem: find the product of the local value and absolute value of 4 in 564823
Options: a. 1600, b. 8000, c. 16000, d. 12000, e. 18000
Output: 

 c
Input: Problem: a train passes a station platform in 30 sec and a man standing on the platform in 20 sec. if the speed of the train is 54 km / hr. what is the length of the platform ?
Options: a. 120 m, b. 240 m, c. 168 m, d. 75 m, e. 60 m
Output: 

 e
Input: Problem: the radius of the wheel of a bus is 70 cms and the speed of the bus is 66 km / h, then the r. p. m. ( revolutions per minutes ) of the wheel is
Options: a. 200, b. 250, c. 300, d. 330, e. none of these
Output: 

 b
Input: Problem: what is the value of 100 p 2 ?
Options: a. 9801, b. 12000, c. 5600, d. 9900, e. none of these
Output: 

 d
Input: Problem: if x ^ 2 – 3 x = 18, then one possible value of x – 4 =
Options: a. - 9, b. - 5, c. - 3, d. - 1, e. 2
Output: 

 e
Input: Problem: how many zeros does 65 ! end with ?
Options: a. 20, b. 15, c. 25, d. 30, e. 32
Output: 

 b
Input: Problem: 4 years ago, paula was 4 times as old as karl. in 12 years, paula will be twice as old as karl. what is the sum of their ages now ?
Options: a. 36, b. 40, c. 44, d. 48, e. 52
Output: 

 d
Input: Problem: on a certain day, orangeade was made by mixing a certain amount of orange juice with an equal amount of water. on the next day, orangeade was made by mixing the same amount of orange juice with 5 times the amount of water. on both days, all the orangeade that was made was sold. if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ 0.80 per glass on the first day, what was the price per glass on the second day ?
Options: a. $ 015, b. $ 0.27, c. $ 0.30, d. $ 0.40, e. $ 0.45
Output: 

 b
Input: Problem: at the end of the day, february 14 th, a florist had 90 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, 15 of which were white and 10 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. 75 %, c. 50 %, d. 33.3 %, e. 80 %
Output: 

 d
Input: Problem: a sum of money deposited at c. i. amounts to rs. 2420 in 2 years and to rs. 3025 in 3 years. find the rate percent ?
Options: a. 11, b. 10, c. 28, d. 25, e. 82
Output: 

 d
Input: Problem: a doctor prescribed 18 cubic centimeters of a certain drug to a patient whose body weight was 120 pounds. if the typical dosage is 4 cubic centimeters per 15 pounds of the body weight, by what percent was the prescribed dosage lesser than the typical dosage ?
Options: a. 8 %, b. 9 %, c. 11 %, d. 12.5 %, e. - 87.5 %
Output: 

 e
Input: Problem: if log 10 5 + log 10 ( 5 x + 1 ) = log 10 ( x + 5 ) + 1, then x is equal to :
Options: a. 1, b. 5, c. 3, d. 2, e. 6
Output: 

 c
Input: Problem: if x is the median of the set { 9 / 2, 11 / 3, x, 28 / 9, 21 / 5 }, x could be
Options: a. 16 / 5, b. 17 / 5, c. 4 / 7, d. 30 / 7, e. 4
Output: 

 e
Input: Problem: you need to unlock a secret code using following clues, can you ? here you have the clues: clue - 1: 0 7 9 ( one of the numbers is correct and is placed in its correct position ) clue - 2: 0 3 2 ( nothing is correct ) clue - 3: 1 0 8 ( two numbers are correct but not placed at its correct position. ) clue - 4: 9 2 6 ( one number is correct but not placed at its correct position. ) clue - 5: 6 7 8 ( one number is correct but not placed at its correct position. )
Options: a. 819, b. 918, c. 198, d. 189, e. 891
Output: 

 a
Input: Problem: a trained covered x km at 90 kmph and another 2 x km at 20 kmph. find the average speed of the train in covering the entire 3 x km.
Options: a. 22, b. 99, c. 27, d. 66, e. 887
Output: 

 c
Input: Problem: find the perimeter and area of the rectangle of length 11 cm and breadth 9 cm.
Options: a. 71 cm 2, b. 99 cm 2, c. 141 cm 2, d. 171 cm 2, e. 221 cm 2
Output: 

 b
Input: Problem: a dishonest dealer professes to sell goods at the cost price but uses a weight of 990 grams per kg, what is his percent ?
Options: a. 1.01 %, b. 25 %, c. 22 %, d. 29 %, e. 45 %
Output: 

 a
Input: Problem: how many terminating zeroes w does 200 ! have ?
Options: a. 40, b. 48, c. 49, d. 55, e. 64
Output: 

 c
Input: Problem: set x consists of all two - digit primes and set y consists of all positive even multiples of 5 less than 100. if the two sets are combined into one, what will be the range of the new set ?
Options: a. 87, b. 89, c. 90, d. 92, e. 95
Output: 

 a
Input: Problem: a man swims downstream 30 km and upstream 20 km taking 5 hours each time, what is the speed of the man in still water ?
Options: a. 7, b. 8, c. 2, d. 5, e. 4
Output: 

 d
Input: Problem: the average ( arithmetic mean ) of the integers from 100 to 400, inclusive, is how much greater than the average of the integers from 50 to 250, inclusive ?
Options: a. 100, b. 175, c. 200, d. 125, e. 300
Output: 

 a
Input: Problem: the average of first 20 natural numbers is ?
Options: a. 10.5, b. 11.4, c. 5.3, d. 5.9, e. 5.1
Output: 

 a
Input: Problem: the duplicate ratio of 4: 5 is ?
Options: a. 1: 2, b. 1: 4, c. 1: 8, d. 1: 18, e. 16: 25
Output: 

 e
Input: Problem: there are 27 different 3 - digit integers that can be formed using only the digits 3, 4 and 5. if all 27 of the integers were listed, what would their sum be ?
Options: a. 11,888, b. 11,988, c. 12,088, d. 12,188, e. 12,288
Output: 

 b
Input: Problem: find the sum of all 3 digit natural numbers, which are divisible by 8.
Options: a. 61376, b. 54411, c. 612314, d. 64170, e. 64171
Output: 

 a
Input: Problem: an empty fuel tank is filled with brand z gasoline. when the tank is 1 / 4 empty, it is filled with brand y gasoline. when the tank is half empty again, it is filled with brand z gasoline. when the tank is half empty again, it is filled with brand y gasoline. at this time, what percent of the gasoline in the tank is brand z ?
Options: a. 31.25 %, b. 30 %, c. 40 %, d. 50 %, e. 45 %
Output: 

 a
Input: Problem: in what time will two trains cross each other completely, which are running on the same parallel lines in opposite directions, each train running with a speed of 90 kmph being 160 m and 140 m in length respectively ?
Options: a. 5.6 sec, b. 6.2 sec, c. 6.0 sec, d. 7.2 sec, e. 6.8 sec
Output: 

 c
Input: Problem: when x is multiplied by 3, the result is 14 more than the result of subtracting x from 26. what is the value of x ?
Options: a. 10, b. - 2, c. 11, d. 13, e. 22
Output: 

 a
Input: Problem: two cars start from the opposite places of a main road, 105 km apart. first car runs for 25 km and takes a right turn and then runs 15 km. it then turns left and then runs for another 25 km and then takes the direction back to reach the main road. in the mean time, due to minor break down the other car has run only 35 km along the main road. what would be the distance between two cars at this point ?
Options: a. 65, b. 38, c. 20, d. 28, e. 21
Output: 

 c
Input: Problem: car a is 16 miles behind car b, which is traveling in the same direction along the same route as car a. car a is traveling at a constant speed of 58 miles per hour and car bis traveling at a constant speed of 50 miles per hour. how many hours will it take for car a to overtake and drive 8 miles ahead of car b ?
Options: a. 1.5, b. 2.0, c. 2.5, d. 3.0, e. 3.5
Output: 

 d
Input: Problem: excluding stoppages, the speed of a train is 45 kmph and including stoppages it is 31 kmph. of how many minutes does the train stop per hour ?
Options: a. 18.6, b. 27, c. 12, d. 121, e. 28
Output: 

 a
Input: Problem: the current in a river is 10 mph. a boat can travel 50 mph in still water. how far up the river can the boat travel if the round trip is to take 5 hours ?
Options: a. 120, b. 100, c. 96, d. 85, e. 150
Output: 

 a
Input: Problem: a no. when divided by 221 gives a remainder 43, what remainder will beobtained by dividingthe same no. 17 ?
Options: a. 3, b. 6, c. 9, d. 10, e. 12
Output: 

 c
Input: Problem: if a is a positive integer, and if the units digit of a ^ 2 is 9 and the units digit of ( a + 1 ) ^ 2 is 6, what is the units digit of ( a + 2 ) ^ 2 ?
Options: a. 1, b. 3, c. 5, d. 6, e. 8
Output: 

 c
Input: Problem: a soccer team played 130 games and won 60 percent of them. how many games did it win ?
Options: a. 84, b. 94, c. 100, d. 125, e. 78
Output: 

 e
Input: Problem: if 2 ^ 5, 3 ^ 3, and 13 ^ 2 are all factors of the product of 936 and w where w is a positive integer, what is the smallest possible value of w ?
Options: a. 26, b. 39, c. 42, d. 65, e. 156
Output: 

 e
Input: Problem: if the average of 5 positive integers is 60 and the difference between the largest and the smallest of these 5 numbers is 10, what is the maximum value possible for the largest of these 5 integers ?
Options: a. 50, b. 52, c. 49, d. 68, e. 74
Output: 

 d
Input: Problem: the average of first 9 natural numbers is ?
Options: a. 1.5, b. 2.5, c. 3.5, d. 4.5, e. 5.5
Output: 

 d