Lots-of-LoRAs/task1678_mathqa_answer_selection huggingface dataset:
Input: Problem: w and x start a business with rs. 5000 and rs. 20000 respectively. hoe should they share their profits at the end of one year ?
Options: a. 4: 1, b. 1: 3, c. 1: 4, d. 1: 5, e. 2: 1
Output: 

 c
Input: Problem: if 4 xz + yw = 10 and xw + yz = 20, what is the value of the expression ( 2 x + y ) ( 2 z + w ) ?
Options: a. 9., b. 12., c. 15., d. 50., e. 18.
Output: 

 d
Input: Problem: the ratio of two numbers is 2 / 3, and if a 1 is subtracted from the numerator and a 1 is added to the remainder the ratio becomes 1 / 2, then the numbers are.
Options: a. 6 and 9, b. 6 and 10, c. 6 and 8, d. 6 and 7, e. 6 and 11
Output: 

 a
Input: Problem: a 300 m long train crosses a platform in 39 sec while it crosses a signal pole in 36 sec. what is the length of the platform ?
Options: a. 389 m, b. 350 m, c. 289 m, d. 299 m, e. 25 m
Output: 

 e
Input: Problem: a train passes a station platform in 36 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. 300 m, d. 500 m, e. 550 m
Output: 

 b
Input: Problem: f ( x ) is a function such that f ( 2 x + 1 ) = 2 f ( x ) + 1 for all real numbers x and f ( 0 ) = 2. find the value of f ( 3 ).
Options: a. 10, b. 11, c. 12, d. 13, e. 14
Output: 

 b
Input: Problem: solution x is 10 percent alcohol by volume, and solution y is 30 percent alcohol by volume. how many milliliters of solution y must be added to 300 milliliters of solution x to create a solution that is 15 percent alcohol by volume ?
Options: a. 50, b. 100, c. 150, d. 200, e. 250
Output: 

 b
Input: Problem: two kinds of vodka are mixed in the ratio 1: 5 and 5: 1 and they are sold fetching the profit 10 % and 20 % 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. 21 %, b. 20 %, c. 21 % 18 %, d. 23 %, e. can not be determined
Output: 

 c
Input: Problem: mr. evans will states that each of his children will receive an equal share of his estate and that his grandchildren will split a portion of the estate that is equal to the share received by each of his children. if mr. evans has 2 children and 6 grandchildren, then approximately what percentage of mr. evans estate will each grandchild receive ?
Options: a. 20 %, b. 17 %, c. 5.5 %, d. 3.3 %, e. 2.8 %
Output: 

 c
Input: Problem: the radius of a cylindrical vessel is 8 cm and height is 3 cm. find the whole surface of the cylinder ?
Options: a. 308 sq cm, b. 220 sq cm, c. 440 sq cm, d. 553.1 sq cm, e. 138 sq cm
Output: 

 d
Input: Problem: dacid obtained 90, 92, 85, 87 and 85 marks ( out of 100 ) in english, mathematics, physics, chemistry and biology. what are his average marks ?
Options: a. 67, b. 26, c. 88, d. 90, e. 75
Output: 

 c
Input: Problem: the smallest value of n, for which n + 3 is not a prime number, is
Options: a. 1, b. 2, c. 6, d. 8, e. 3
Output: 

 e
Input: Problem: it takes avery 3 hours to build a brick wall while tom can do it in 3 hours. if the two start working together and after an hour avery leaves, how much time will it take tom to complete the wall on his own ?
Options: a. 20, b. 60, c. 30, d. 40, e. 50
Output: 

 b
Input: Problem: a mobile battery in 1 hour charges to 20 percent. how much time ( in minute. will it require more to charge to 50 percent.
Options: a. 145, b. 150, c. 175, d. 160, e. 130
Output: 

 b
Input: Problem: excluding stoppages, the average speed of a bus is 60 km / hr and including stoppages, the average speed of the bus is 40 km / hr. for how many minutes does the bus stop per hour ?
Options: a. 18 min, b. 17 min, c. 19 min, d. 20 min, e. 21 min
Output: 

 d
Input: Problem: what is the maximum number e of 27 cubic centimetre cubes that can fit in a rectangular box measuring 8 centimetre x 9 centimetre x 12 centimetre ?
Options: ['a. 36', 'b. 32', 'c. 24', 'd. 21', 'e. 15']
Output: 

 c
Input: Problem: if all 6 are replaced by 9, the algebric sum of all numbers from 1 to 100 ( both inclusive. varies by ,
Options: a. 980, b. 330, c. 660, d. 990, e. 300
Output: 

 b
Input: Problem: the age of somu is one - third his father ' s. 6 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. 10
Output: 

 d
Input: Problem: if log 2 x - 5 log x + 6 = 0, then what would the value / values of x be ?
Options: a. 5.3296, b. 6.3296, c. 7.3296, d. 8.3296, e. 9.3296
Output: 

 a
Input: Problem: ( 4300531 ) - ? = 2535618
Options: a. 1865113, b. 1775123, c. 1764913, d. 1675123, e. none of them
Output: 

 c
Input: Problem: a can do a job in 20 days and b can do it in 30 days. a and b working together will finish thrice the amount of work in - - - - - - - days ?
Options: a. 22 days, b. 22 days, c. 36 days, d. 72 days, e. 24 days
Output: 

 c
Input: Problem: the current of a stream runs at the rate of 4 kmph. a boat goes 6 km and back to the starting point in 2 hours, then find the speed of the boat in still water ?
Options: a. 5, b. 6, c. 8, d. 4, e. 1
Output: 

 c
Input: Problem: zachary is helping his younger brother, sterling, learn his multiplication tables. for every question that sterling answers correctly, zachary gives him 3 pieces of candy. for every question that sterling answers incorrectly, zachary takes away two pieces of candy. after 9 questions, if sterling had answered 2 more questions correctly, he would have earned 31 pieces of candy. how many of the 9 questions did zachary answer correctly ?
Options: a. 6, b. 7, c. 8, d. 9, e. 10
Output: 

 c
Input: Problem: a, b and c rents a pasture for rs. 730. a put in 12 horses for 8 months, b 16 horses for 9 months and 18 horses for 6 months. how much should c pay ?
Options: a. 270, b. 199, c. 676, d. 156, e. 227
Output: 

 e
Input: Problem: 4 men and 3 women are lined up in a row. what is the number of cases where they stand with each other in turn ? ( the number of cases in which men ( or women ) do not stand next to each other )
Options: a. 12, b. 144, c. 18, d. 21, e. 24
Output: 

 b
Input: Problem: a factory that employs 1000 assembly line workers pays each of these workers $ 5 per hour for the first 40 hours worked during a week and 1 ½ times that rate for hours worked in excess of 40. what was the total payroll for the assembly - line workers for a week in which 30 percent of them worked 30 hours, 50 percent worked 40 hours, and the rest worked 50 hours ?
Options: a. $ 180,000, b. $ 185,000, c. $ 190,000, d. $ 200,000, e. $ 205,000
Output: 

 d
Input: Problem: by selling an article at rs. 600, a profit of 60 % is made. find its cost price ?
Options: a. 228, b. 267, c. 375, d. 480, e. 811
Output: 

 c
Input: Problem: if the radius of a circle is decreased 60 %, what happens to the area ?
Options: a. 10 % decrease, b. 20 % decrease, c. 36 % decrease, d. 84 % decrease, e. 50 % decrease
Output: 

 d
Input: Problem: if n is a positive integer and n ^ 2 is divisible by 36, then the largest positive integer that must divide n is
Options: a. 6, b. 12, c. 24, d. 36, e. 48
Output: 

 a
Input: Problem: from a total of 5 boys and 6 girls, how many 4 - person committees can be selected if the committee must have exactly 2 boys and 2 girls ?
Options: a. 16, b. 24, c. 60, d. 120, e. 150
Output: 

 e
Input: Problem: in the first 20 overs of a cricket game, the run rate was only 4.6. what should be the run rate in the remaining 30 overs to reach the target of 396 runs ?
Options: a. 10.13, b. 9.13, c. 8.13, d. 11.13, e. 13.13
Output: 

 a
Input: Problem: an engine moves at the speed of 30 kmph without any coaches attached to it. speed of the train reduces at the rate that varies directly as the square root of the number of coaches attached. when 9 coaches are attached speed decreases to 18 kmph. what will be the speed of train when 16 coaches are attached.
Options: a. 14, b. 16, c. 18, d. 20, e. 22
Output: 

 a
Input: Problem: if a certain coin is flipped, the probability that the coin will land heads is 1 / 2. if the coin is flipped 6 times, what is the probability that it will land heads up on the first 4 flips but not on the last 2 flips ?
Options: a. 1 / 8, b. 1 / 16, c. 1 / 32, d. 1 / 64, e. 1 / 128
Output: 

 d
Input: Problem: solve for x and check: - 3 x = 12
Options: a. - 4, b. - 2, c. 1, d. 3, e. none of these
Output: 

 a
Input: Problem: the price of 10 chairs is equal to that of 4 tables. the price of 15 chairs and 2 tables together is rs. 4000. the total price of 12 chairs and 3 tables is ?
Options: a. rs. 3900, b. rs. 4900, c. rs. 4980, d. rs. 5000, e. rs. 5900
Output: 

 a
Input: Problem: if x * y = xy – 2 ( x + y ) for all integers x and y, then 3 * ( – 3 ) =
Options: a. – 16, b. – 9, c. – 4, d. 4, e. 16
Output: 

 b
Input: Problem: the difference between simple interest and compound interest on rs. 1400 for one year at 20 % per annum reckoned half - yearly is :
Options: a. $ 185.63, b. $ 852.36, c. $ 875.5, d. $ 989.9, e. $ 875.8
Output: 

 d
Input: Problem: if x and j are integers and 2 x – j = 11, then 4 x + j can not be
Options: a. – 5, b. 1, c. 13, d. 17, e. 551
Output: 

 d
Input: Problem: the average of 5 consecutive odd numbers is 55. what is the difference between the highest and lowest numbers ?
Options: a. 2, b. 5, c. 8, d. 9, e. 10
Output: 

 c
Input: Problem: the product of two successive numbers is 4160. which is the smaller of the two numbers ?
Options: a. 78, b. 64, c. 88, d. 67, e. 37
Output: 

 b
Input: Problem: a dishonest person wants to make a profit on the selling of milk. he would like to mix water ( costing nothing ) with milk costing 33 $ per litre so as to make a profit of 70 % on cost when he sells the resulting milk and water mixture for 36 $. in what ratio should he mix the water and milk ?
Options: a. 1: 120, b. 67: 120, c. 67: 8, d. 8: 120, e. 1: 2
Output: 

 b
Input: Problem: 11: 35: : 17: ?
Options: a. 3, b. 22, c. 58, d. 10, e. 54
Output: 

 d
Input: Problem: how many positive integer solutions does the equation 8 x + 2 y = 100 have ?
Options: a. 50, b. 84, c. 16, d. 35, e. 14
Output: 

 b
Input: Problem: ben left a job paying $ 75000 per year to accept a sales job paying $ 45000 per year plus 15 percent commission. if each of his sales is for $ 750, what is the least number of sales he must make per year if he is not to lose money because of the change ?
Options: a. 40, b. 200, c. 266, d. 267, e. 600
Output: 

 d
Input: Problem: a cycle is bought for rs. 1500 and sold for rs. 1620, find the gain percent ?
Options: a. 11, b. 8, c. 10, d. 20, e. 12
Output: 

 b
Input: Problem: when x is multiplied by 2, the result is 19 more than the result of subtracting x from 26. what is the value of x ?
Options: a. - 4, b. - 2, c. 15, d. 13, e. 22
Output: 

 c
Input: Problem: if x + y = 4 and x 2 y 3 + y 2 x 3 = 36, what is the value of xy ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: 

 d
Input: Problem: the perimeter of a rectangular yard is completely surrounded by a fence that measures 36 meters. what is the length of the yard if the area of the yard is 40 meters squared ?
Options: a. 12, b. 10, c. 8, d. 14, e. 16
Output: 

 c
Input: Problem: a motorcyclist goes from bombay to pune, a distance of 160 kms at an average of 32 kmph speed. another man starts from bombay by car 2 ½ hours after the first, and reaches pune ½ hour earlier. what is the ratio of the speed of the motorcycle and the car ?
Options: a. 1: 2, b. 2: 5, c. 1: 4, d. 1: 1, e. 1: 6
Output: 

 b
Input: Problem: for what value of x between − 7 and 7, inclusive, is the value of x ^ 2 − 10 x + 16 the greatest ?
Options: a. − 7, b. − 2, c. 0, d. 2, e. 7
Output: 

 a
Input: Problem: an association of mathematics teachers has 1,260 members. only 525 of these members cast votes in the election for president of the association. what percent of the total membership voted for the winning candidate if the winning candidate received 65 percent of the votes cast ?
Options: a. 75 %, b. 58 %, c. 42 %, d. 27.08 %, e. 25 %
Output: 

 d
Input: Problem: a grocery store bought some mangoes at a rate of 5 for a dollar. they were separated into two stacks, one of which was sold at a rate of 3 for a dollar and the other at a rate of for a dollar. what was the ratio of the number of mangoes in the two stacks if the store broke even after having sold all of its mangoes ?
Options: a. 1: 4, b. 16: 9, c. 2: 3, d. 1: 2, e. 2: 5
Output: 

 b
Input: Problem: in a dairy farm, 55 cows eat 55 bags of husk in 55 days. in how many days one cow will eat one bag of husk ?
Options: a. 34 days, b. 40 days, c. 46 days, d. 50 days, e. 55 days
Output: 

 e
Input: Problem: if each participant of a chess tournament plays exactly one game with each of the remaining participants, then 153 games will be played during the tournament. find the number of participants.
Options: a. 15, b. 16, c. 17, d. 18, e. 19
Output: 

 d
Input: Problem: a set s = { x, - 8, - 5, - 1, 1, 6, 9, y } with elements arranged in increasing order. if the median and the mean of the set are the same, what is the value of | x | - | y | ?
Options: a. - 1, b. can not be determined, c. 1, d. 0, e. 2
Output: 

 e
Input: Problem: in a school with 632 students, the average age of the boys is 12 years and that of the girls is 11 years. if the average age of the school is 11 years 9 months, then the number of girls in the school is
Options: a. 150, b. 200, c. 250, d. 158, e. none
Output: 

 d
Input: Problem: if n is an integer and 101 n ^ 2 is less than or equal to 6400, what is the greatest possible value of n ?
Options: a. 7, b. 8, c. 9, d. 10, e. 11
Output: 

 a
Input: Problem: 5 men are equal to as many women as are equal to 8 boys. all of them earn rs. 180 only. men â € ™ s wages are ?
Options: a. 6 rs, b. 2 rs, c. 4 rs, d. 9 rs, e. 12 rs
Output: 

 e
Input: Problem: if a = 105 and a ^ 3 = 21 * 25 * 315 * b, what is the value of b ?
Options: a. 35, b. 7, c. 45, d. 49, e. 54
Output: 

 b
Input: Problem: a telephone company needs to create a set of 3 - digit area codes. the company is entitled to use only digits 2, 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. 26, c. 24, d. 22, e. 30
Output: 

 b
Input: Problem: the avg weight of a, b & c is 84 kg. if d joins the group, the avg weight of the group becomes 80 kg. if another man e who weights is 8 kg more than d replaces a, then the avgof b, c, d & e becomes 79 kg. what is the weight of a ?
Options: a. 25, b. 35, c. 75, d. 80, e. 90
Output: 

 d
Input: Problem: 50 litres of diesel is required to travel 600 km using a 800 cc engine. if the volume of diesel required to cover a distance varies directly as the capacity of the engine, then how many litres of diesel is required to travel 800 km using 1200 cc engine ?
Options: a. 80 litres, b. 90 litres, c. 100 litres, d. 170 litres, e. none of these
Output: 

 c
Input: Problem: harry started a 4 - mile hike with a full 6 - cup canteen of water and finished the hike in 2 hours with 1 cup of water remaining in the canteen. if the canteen leaked at the rate of 1 cup per hour and harry drank 1 cups of water during the last mile, how many cups did he drink per mile during the first 3 miles of the hike ?
Options: a. 1 / 3, b. 2 / 3, c. 3 / 4, d. 5 / 4, e. 4 / 3
Output: 

 b
Input: Problem: a searchlight on top of the watch - tower makes 6 revolutions per minute. what is the probability that a man appearing near the tower will stay in the dark for at least 10 seconds ?
Options: a. 1 / 4, b. 1 / 3, c. 1 / 2, d. 2 / 3, e. 1
Output: 

 e
Input: Problem: the length of a rectangle is reduced by 22 %. by what % would the width have to be increased to maintain the original area ?
Options: a. 14 %, b. 15 %, c. 28 %, d. 30 %, e. 35 %
Output: 

 c
Input: Problem: the average score of a cricketer in 2 matches is 30 and in other 3 matches is 40. then find the average score in all the 5 matches ?
Options: a. 25, b. 27, c. 30, d. 35, e. 36
Output: 

 e
Input: Problem: in a 100 m race, sam beats john by 5 seconds. on the contrary, if sam allowed john to start 15 m ahead of sam, then sam and john reach the finishing point at the same time. how long does sam take to run the 100 m race ?
Options: a. 4 seconds, b. 25 seconds, c. 29 seconds, d. 21 seconds, e. 17 seconds
Output: 

 e
Input: Problem: if a man lost 10 % by selling oranges at the rate of 12 a rupee at how many a rupee must he sell them to gain 44 % ?
Options: a. 6.5, b. 7.5, c. 7, d. 8, e. 2
Output: 

 b
Input: Problem: evaluate: | 5 - 8 ( 3 - 12 ) | - | 5 - 11 | = ?
Options: a. 40, b. 50, c. 60, d. 71, e. 80
Output: 

 d
Input: Problem: if x is less than y by 25 % then y exceed x by :
Options: a. 33.33 %, b. 25 %, c. 75 %, d. 66.66 %, e. none of these
Output: 

 a
Input: Problem: a train which has 410 m long, is running 45 kmph. in what time will it cross a person moving at 9 kmph in same direction ?
Options: a. 56 sec, b. 41 sec, c. 36 sec, d. 29 sec., e. 19 sec.
Output: 

 b
Input: Problem: a certain list consists of 21 different numbers. if n is in the list and n is 6 times the average ( arithmetic mean ) of the other 20 numbers in the list, then n is what fraction of the sum of the 21 numbers in the list ?
Options: a. 1 / 20, b. 1 / 6, c. 1 / 5, d. 3 / 13, e. 5 / 21
Output: 

 d
Input: Problem: two cubes of their volumes in the ratio 64: 125. the ratio of their surface area is :
Options: a. 1.5: 5, b. 2: 5, c. 3: 5, d. 1: 5, e. 4: 5
Output: 

 e
Input: Problem: a certain sum is invested at simple interest at 18 % p. a. for two years instead of investing at 12 % p. a. for the same time period. therefore the interest received is more by rs. 300. find the sum ?
Options: a. 7000, b. 2500, c. 2778, d. 2800, e. 2791
Output: 

 b
Input: Problem: what is the dividend. divisor 13, the quotient is 17 and the remainder is 1
Options: a. 222, b. 224, c. 226, d. 228, e. 230
Output: 

 a
Input: Problem: the result when a number subtracted from 150 is the same as the number added to 68. what is the number ?
Options: a. 110, b. 100, c. 109, d. 218, e. 210
Output: 

 c
Input: Problem: x and y are two towns. ganesh covers the distance from x to y at an average speed of 60 km / hr. however, he covers the distance from y to x at an average speed of 30 km / hr. his average speed during the whole journey in km / hr. is :
Options: a. 34, b. 43, c. 40, d. 38, e. 29
Output: 

 c
Input: Problem: in what time will a train 240 metres long cross an electric pole, if its speed be 126 km / hr ?
Options: a. 6.75 sec, b. 6.85 sec, c. 6.55 sec, d. 6.44 sec, e. 7.85 sec
Output: 

 b
Input: Problem: a shop owner professes to sell his articles at certain cost price but he uses false weights with which he cheats by 10 % while buying and by 20 % while selling. what is his percentage profit ?
Options: a. 10.22 %, b. 20.22 %, c. 21.22 %, d. 10 %, e. ca n ' t be calculated
Output: 

 d
Input: Problem: the ratio of radius of a circle and the side of a square is 2: 5. find the ratio of their areas :
Options: a. 2: 1, b. 4: 25, c. 8: 77, d. 4: 121, e. none
Output: 

 b
Input: Problem: five women can do a work in ten days. 7 men can complete the same work in 5 days. what is the ratio between the capacity of a man and a woman ?
Options: a. 10: 7, b. 11: 10, c. 2: 3, d. 3: 2, e. none of these
Output: 

 a
Input: Problem: a cistern can be filled by a tap in 6 hours while it can be emptied by another tap in 12 hours. if both the taps are opened simultaneously, then after how much time will the cistern get filled ?
Options: a. 5.2 hrs, b. 2.9 hrs, c. 12 hrs, d. 7.2 hrs, e. 1.4 hrs
Output: 

 c
Input: Problem: a shopkeeper has 280 kg of apples. he sells 40 % of these at 30 % profit and remaining 60 % at 30 % profit. find his % profit on total.
Options: a. 24 %, b. 25 %, c. 26 %, d. 28 %, e. 30 %
Output: 

 e
Input: Problem: if n is a positive integer and the product of all integers from 1 to n, inclusive, is a multiple of 440, what is the least possible value of n ?
Options: a. 10, b. 11, c. 12, d. 13, e. 14
Output: 

 b
Input: Problem: how many liters of pure alcohol must be added to a 100 - liter solution that is 20 percent alcohol in order to produce a solution that is 40 percent alcohol ?
Options: a. 7 / 2, b. 5, c. 100 / 3, d. 8, e. 39 / 4
Output: 

 c
Input: Problem: pipe a can fill a tank in 6 hours. due to a leak at the bottom, it takes 12 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. 18, d. 19, e. 12
Output: 

 e
Input: Problem: if 42.12 = k ( 14 + m / 50 ), where k and m are positive integers and m < 50, then what is the value of k + m ?
Options: a. 5, b. 7, c. 8, d. 9, e. 10
Output: 

 a
Input: Problem: what is the x - intercept of a line that passes through the point ( 3, 4 ) and has a slope of 2 ?
Options: a. - 2, b. - 1, c. 0, d. 1, e. 2
Output: 

 d
Input: Problem: what is the rate percent when the simple interest on rs. 800 amount to rs. 160 in 5 years ?
Options: a. 5 %, b. 7 %, c. 9 %, d. 2 %, e. 4 %
Output: 

 e
Input: Problem: in a recent election, geoff received 0.5 percent of the 6,000 votes cast. to win the election, a candidate needed to receive more than x % of the vote. if geoff needed exactly 3,571 more votes to win the election, what is the value of x ?
Options: a. 50, b. 54, c. 56, d. 60, e. 63
Output: 

 d
Input: Problem: steve traveled the first 2 hours of his journey at 40 mph and the last 3 hours of his journey at 100 mph. what is his average speed of travel for the entire journey ?
Options: a. 60 mph, b. 56.67 mph, c. 53.33 mph, d. 64 mph, e. 76 mph
Output: 

 e
Input: Problem: a square with sides of 15 units each. what would be the area of the square. consider a square as a combination of two right angled triangles.
Options: ['a. 100', 'b. 256', 'c. 225', 'd. 81', 'e. 144']
Output: 

 c
Input: Problem: 50 % of a number is more than 40 % of 120 by 180. find the number ?
Options: a. 456, b. 480, c. 420, d. 445, e. 320
Output: 

 a
Input: Problem: a ship 77 km from the shore, springs a leak which admits to 9 / 4 tonnes of water in 11 / 2 minutes. 92 tonnes of water would sink it. but the pumps can throw out 12 tonnes of water per hour. find the average rate of sailing so that the ship may just reach the shore as it begins to sink.
Options: a. 10.5, b. 11, c. 12, d. 13, e. 15
Output: 

 a
Input: Problem: how many integers between 324,805 and 458,705 have tens digit 2 and units digit 3 ?
Options: a. 1,352, b. 1,359, c. 1,329, d. 1,349, e. 1,348
Output: 

 d
Input: Problem: a bottle contains a certain solution. in the bottled solution, the ratio of water to soap is 3: 2, and the ratio of soap to salt is six times this ratio. the solution is poured into an open container, and after some time, the ratio of water to soap in the open container is halved by water evaporation. at that time, what is the ratio of water to salt in the solution ?
Options: a. 1: 1, b. 2: 3, c. 3: 2, d. 9: 4, e. 54: 8
Output: 

 e
Input: Problem: sally has a gold credit card with a certain spending limit, and a platinum card with twice the spending limit of the gold card. currently, she has a balance on her gold card that is 1 / 3 of the spending limit on that card, and she has a balance on her platinum card that is 1 / 7 of the spending limit on that card. if sally transfers the entire balance on her gold card to her platinum card, what portion of her limit on the platinum card will remain unspent ?
Options: a. 11 / 30, b. 29 / 42, c. 17 / 30, d. 19 / 30, e. 11 / 15
Output: 

 b
Input: Problem: a cricket player whose bowling average was 21.5 runs per wicket, takes 5 wicket for 52 runs in a match. due to this his average decreases by 0.5. what will be the number of wickets taken by him till the last match ?
Options: a. 64, b. 72, c. 111, d. 721, e. 108
Output: 

 c
Input: Problem: if the price of petrol increases by 40, by how much must a user cut down his consumption so that his expenditure on petrol remains constant ?
Options: a. 25 %, b. 20 %, c. 16.67 %, d. 28.6 %, e. none of these
Output: 

 d