niryuu/sni-each-converted huggingface dataset:
Problem: what is the remainder when 3 ^ 25 is divided by 5 ?
Options: a. 0, b. 1, c. 2, d. 3, e. 4
Output: d
Problem: two trains of length 100 m and 200 m are 100 m apart. they start moving towards each other on parallel tracks, at speeds 36 kmph and 72 kmph. in how much time will the trains cross each other ?
Options: a. 40 / 6, b. 40 / 3, c. 40 / 9, d. 40 / 2, e. 40 / 1
Output: b
Problem: find the smallest 4 - digit number which is a multiple of 112.
Options: a. 896, b. 1008, c. 1120, d. 1024, e. none of these
Output: b
Problem: on june 1 a bicycle dealer noted that the number of bicycles in stock had decreased by 3 for each of the past 5 months. if the stock continues to decrease at the same rate for the rest of the year, how many fewer bicycles will be in stock on september 1 than were in stock on january 1 ?
Options: a. 8, b. 12, c. 24, d. 32, e. 36
Output: c
Problem: the average age of 15 students of a class is 15 years. out of these, the average age of 5 students is 14 years and that of the other 9 students is 16 years, the age of the 15 th student is
Options: a. 11, b. 15, c. 6, d. 8, e. 76
Output: a
Problem: the sale price of a trolley bag including the sale tax is rs. 560. the rate of sale tax is 12 %. if the shopkeeper has made a profit of 25 %, the cost price of the trolley bag is :
Options: a. rs 1000, b. rs 900, c. rs 400, d. rs 600, e. none of these
Output: c
Problem: stacy and heather are 40 miles apart and walk towards each other along the same route. stacy walks at constant rate that is 1 mile per hour faster than heather ' s constant rate of 5 miles / hour. if heather starts her journey 24 minutes after stacy, how far from the original destination has heather walked when the two meet ?
Options: a. 4 miles, b. 8 miles, c. 17 miles, d. 6 miles, e. 12 miles
Output: c
Problem: if a 1 mm thick paper is folded so that the area is halved at every fold, then what would be the thickness of the pile after 50 folds ?
Options: ['a. 100 km', 'b. 1000 km', 'c. 1 million km', 'd. 1 billion km', 'e. none']
Output: d
Problem: a motorcyclist goes from bombay to pune, a distance of 128 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: 3, b. 1: 5, c. 1: 4, d. 1: 1, e. 1: 8
Output: c
Problem: a man whose speed is 5.5 kmph in still water rows to a certain upstream point and back to the starting point in a river which flows at 1.5 kmph, find his average speed for the total journey ?
Options: a. 1 kmph, b. 5 kmph, c. 6 kmph, d. 4 kmph, e. 7 kmph
Output: b
Problem: when positive integer x is divided by 11, the quotient is y and the remainder is 4. when 2 x is divided by 5, the quotient is 3 y and the remainder is 4. what is the value of 4 y – x ?
Options: a. - 2, b. - 1, c. 0, d. 1, e. 2
Output: c
Problem: martin bought 10 concert tickets, some at the full price of $ 2.00 per ticket, and some at a discounted price of $ 1.60 per ticket. if he spent a total of $ 18.40, how many discounted tickets did he buy ?
Options: a. 3, b. 4, c. 5, d. 6, e. 7
Output: b
Problem: the area of a square field is 625 km 2. how long will it take for a horse to run around at the speed of 25 km / h ?
Options: a. 12 h, b. 10 h, c. 8 h, d. 4 h, e. none of these
Output: d
Problem: how is 3 % expressed as a decimal fraction ?
Options: a. 0.3, b. 0.03, c. 0.003, d. 0.0003, e. 3
Output: b
Problem: the cross section of a canal is trapezium in shape. the canal is 12 m wide at the top and 8 m wide at the bottom. if the area of the cross section is 840 sq. m, the depth of the canal is :
Options: a. 42 m, b. 84 m, c. 63 m, d. 8.75 m, e. 9.75 m
Output: b
Problem: if x / 4 years ago roger was 21 years old and x / 4 years from now he will be 4 x years old, how old will he be 5 x years from now ?
Options: a. 32, b. 35, c. 30, d. 40, e. 70
Output: e
Problem: a producer of tea blends two varieties of tea from two tea gardens one costing rs 18 per kg and another rs 20 per kg in the ratio 5: 3. if he sells the blended variety at rs 21 per kg, then his gain percent is
Options: a. 12 %, b. 13 %, c. 14 %, d. 15 %, e. 16 %
Output: a
Problem: what should be added to 4872 so that it may become a perfect square ?
Options: a. 24, b. 25, c. 26, d. 27, e. 28
Output: e
Problem: if 45 - [ 28 - { 37 - ( 15 - * ) } ] = 54, then * is equal to :
Options: a. - 29, b. - 19, c. 15, d. 29, e. 39
Output: c
Problem: if 2 tic equals 3 tacs and 2 tacs equal 7 tocs, what is the ratio of one tic to one toc ?
Options: a. 15 / 2, b. 6 / 5, c. 21 / 4, d. 3 / 10, e. 1 / 15
Output: c
Problem: how many prime numbers are between 29 / 3 and 87 / 6 ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: b
Problem: find the greatest number which leaves the same remainder when it divides 25, 57 and 105.
Options: a. 18, b. 8, c. 12, d. 16, e. none of these
Output: d
Problem: find large no. from below question the difference of two numbers is 1365. on dividing the larger number by the smaller, we get 6 as quotient and the 15 as remainder
Options: a. 1235, b. 1456, c. 1567, d. 1678, e. 1635
Output: e
Problem: a furniture store owner decided to drop the price of her recliners by 20 % to spur business. by the end of the week she had sold 50 % more recliners. what is the percentage increase of the gross ?
Options: a. 10 %, b. 15 %, c. 20 %, d. 25 %, e. 50 %
Output: c
Problem: 108 ã — 108 + 92 ã — 92 = ?
Options: a. 20120, b. 11500, c. 20128, d. 20660, e. 20228
Output: c
Problem: 7.515 / 10.02 =
Options: a. 0.35, b. 0.3505, c. 0.3509, d. 0.351, e. 0.75
Output: e
Problem: 1 - 1 - 1 - 1 - 1 - 1 do any operations between the numbers to make the sum as 37 ?
Options: a. 34, b. 35, c. 36, d. 37, e. 38
Output: d
Problem: 150 college students were asked in a survey if they preferred windows or mac brand computers. 40 students claimed that they preferred mac to windows brand computers. one third as many of the students who preferred mac to windows, equally preferred both brands. 40 of the students had no preference. how many of the students in the survey preferred windows to mac brand computers ?
Options: a. 25, b. 40, c. 70, d. 60, e. 75
Output: c
Problem: two trains of equal length are running on parallel lines in the same directions at 46 km / hr. and 36 km / hr. the faster trains pass the slower train in 18 seconds. the length of each train is :
Options: a. 25 m, b. 50 m, c. 72 m, d. 80 m, e. none of these
Output: a
Problem: what is the area of a square field whose sides have a length of 11 meters ?
Options: a. 225 sq m, b. 205 sq m, c. 121 sq m, d. 167 sq m, e. 156 sq m
Output: c
Problem: what is the unit digit of ( 6 ! * 3 ! / 3 ! * 4 ! ) ?
Options: a. 5, b. 6, c. 0, d. 3, e. 4
Output: c
Problem: in the coordinate plane, points ( x, 2 ) and ( 4, y ) are on line k. if line k passes through the origin and has slope 1 / 4, then x - y =
Options: a. 6, b. 7, c. 8, d. 9, e. 10
Output: b
Problem: 275 metres long yard, 26 trees are palnted at equal distances, one tree being at each end of the yard. what is the distance between 2 consecutive trees
Options: a. 11, b. 12, c. 14, d. 16, e. 17
Output: a
Problem: a group of boy scouts and girls scouts is going on a rafting trip. 60 % of the scouts arrived with signed permission slips. if 45 % of the scouts were boy scouts and 50 % of the boy scouts arrived with signed permission slips, then what percentage of the girl scouts arrived with signed permission slips ? round to the nearest percent.
Options: a. 64, b. 68, c. 72, d. 76, e. 80
Output: b
Problem: the length of the bridge, which a train 155 metres long and travelling at 45 km / hr can cross in 30 seconds, is ?
Options: a. 76 m, b. 178 m, c. 220 m, d. 187 m, e. 176 m
Output: c
Problem: the shopkeeper sale, all of the prices of the items sold were different. if the price of a radio sold at the shopkeeper sale was both the 9 th highest price and the 14 th lowest price among the prices of the items sold, how many items were sold at the shopkeeper sale ?
Options: a. 23, b. 22, c. 32, d. 26, e. 17
Output: b
Problem: find the value of 2 x [ ( 3.6 x 0.48 x 2.50 ) / ( 0.12 x 0.09 x 0.5 ) ]
Options: a. 800, b. 500, c. 900, d. 1600, e. none
Output: d
Problem: 20 is subtracted from 80 % of a number, the result is 60. find the number ?
Options: a. 150, b. 997, c. 100, d. 288, e. 271
Output: c
Problem: a rectangular grassy plot 110 m. by 65 m has a gravel path 2.5 m wide all round it on the inside. find the cost of gravelling the path at 40 paise per sq. metre
Options: a. s 340, b. s 780, c. s 880, d. s 480, e. s 980
Output: a
Problem: there are 280 doctors and nurses at a hospital. if the ratio of doctors to nurses is 5 to 9, how many nurses are at the hospital ?
Options: a. 165, b. 170, c. 175, d. 180, e. 185
Output: d
Problem: a man sells a car to his friend at 10 % loss. if the friend sells it for rs. 54000 and gains 20 %, the original c. p. of the car was :
Options: a. rs. 25000, b. rs. 37500, c. rs. 50000, d. rs. 60000, e. none of these
Output: c
Problem: addison high school ’ s senior class has 160 boys and 200 girls. if 75 % of the boys and 84 % of the girls plan to attend college, what percentage of the total class plan to attend college ?
Options: a. 75, b. 79.5, c. 80, d. 83.5, e. 84
Output: c
Problem: jim ’ s taxi service charges an initial fee of $ 2.25 at the beginning of a trip and an additional charge of $ 0.35 for each 2 / 5 of a mile traveled. what is the total charge for a trip of 3.6 miles ?
Options: a. $ 3.15, b. $ 4.45, c. $ 4.80, d. $ 5.05, e. $ 5.40
Output: e
Problem: 5.005 / 4.004 =
Options: a. 1.05, b. 1.50015, c. 1.501, d. 1.5015, e. 1.25
Output: e
Problem: if a ( a + 7 ) = 60 and b ( b + 7 ) = 60, where a ≠ b, then a + b =
Options: a. − 7, b. − 2, c. 2, d. 46, e. 48
Output: a
Problem: find the probability that the number drawn is a multiple of 6 and 8.
Options: a. 3 / 50, b. 2 / 25, c. 1 / 50, d. 1 / 25, e. 4 / 25
Output: d
Problem: the average age of 36 students in a group is 18 years. when teacher ' s age is included to it, the average increases by one. what is the teacher ' s age in years ?
Options: a. 35 years, b. 55 years, c. 51 years, d. 54 years, e. none of these
Output: b
Problem: fred and sam are standing 55 miles apart and they start walking in a straight line toward each other at the same time. if fred walks at a constant speed of 6 miles per hour and sam walks at a constant speed of 5 miles per hour, how many miles has sam walked when they meet ?
Options: a. 5, b. 9, c. 25, d. 30, e. 45
Output: c
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
Problem: what is the remainder of ( 3682 * 3684 * 3686 ) divided by 19 ?
Options: a. 0, b. 1, c. 2, d. 3, e. 4
Output: a
Problem: a can do a work in 24 days and b can do it in 12 days. in how many days a and b can do the work ?
Options: a. 20 days, b. 10 days, c. 6 days, d. 5 days, e. 8 days
Output: e
Problem: a prize of $ 1200 is to be distributed among 40 winners, each of whom must be awarded at least $ 40. if 2 / 5 of the prize will be distributed to 3 / 5 of the winners, what is the greatest possible individual award ?
Options: a. $ 100, b. $ 120, c. $ 280, d. $ 300, e. $ 360
Output: b
Problem: the profits of qrs company rose 20 % from march to april, then dropped 20 % from april to may, then rose 50 % from may to june. what was the percent increase for the whole quarter, from march to june ?
Options: a. 15 %, b. 32 %, c. 44 %, d. 62 %, e. 80 %
Output: c
Problem: if the speed of a man is 63 km per hour, then what is the distance traveled by him in 25 seconds ?
Options: a. 275 m, b. 360 m, c. 375 m, d. 437.5 m, e. 440 m
Output: d
Problem: john purchased some shirts and trousers for $ 700. he paid $ 400 less for the shirts than he did for the trousers. if he bought 5 shirts and the cost of a shirt is $ 20 less than that of a trouser, how many trousers did he buy ?
Options: a. 4, b. 5, c. 6, d. 7, e. 11
Output: e
Problem: if a sum of money doubles itself in 10 years at simple interest, the ratepercent per annum is
Options: a. 10, b. 12.5, c. 13, d. 13.5, e. 14
Output: a
Problem: a group of hikers is planning a trip that will take them up a mountain using one route and back down using another route. they plan to travel down the mountain at a rate of one and a half times the rate they will use on the way up, but the time each route will take is the same. if they will go up the mountain at a rate of 7 miles per day and it will take them two days, how many miles long is the route down the mountain ?
Options: a. 18, b. 19, c. 20, d. 21, e. 22
Output: d
Problem: of the goose eggs laid at a certain pond, 1 / 4 hatched and 4 / 5 of the geese that hatched from those eggs survived the first month. of the geese that survived the first month, 3 / 5 did not survive the first year. if 120 geese survived the first year and if no more than one goose hatched from each egg, how many goose eggs were laid at the pond ?
Options: a. 1200, b. 1300, c. 1400, d. 1500, e. 1600
Output: d
Problem: 2.08 can be expressed in terms of percentage as
Options: a. 2.08 %, b. 20.8 %, c. 208 %, d. 0.208 %, e. none of these
Output: c
Problem: the population of a town is 8000. it decreases annually at the rate of 30 % p. a. what will be its population after 2 years ?
Options: a. 3920, b. 5120, c. 5200, d. 5400, e. 5500
Output: a
Problem: a hall is 15 meters long and 10 meters wide. if the sum of the areas of the floor and the ceiling is equal to the sum of the areas of four walls, what is the volume of the hall ( in cubic meters ) ?
Options: a. 600, b. 700, c. 800, d. 900, e. 1000
Output: d
Problem: a basketball team composed of 12 players scored 100 points in a particular contest. if none of the individual players scored fewer than 7 points, what is the greatest number of points e that an individual player might have scored ?
Options: a. 7, b. 13, c. 16, d. 21, e. 23
Output: e
Problem: a certain company retirement plan has arule of 70 provision that allows an employee to retire when the employee ' s age plus years of employment with the company total at least 70. in what year could a female employee hired in 1990 on her 32 nd birthday first be eligible to retire under this provision ?
Options: a. 2003, b. 2009, c. 2005, d. 2006, e. 2007
Output: b
Problem: the average age of 17 persons in a office is 15 years. out of these, the average age of 5 of them is 14 years and that of the other 9 persons is 16 years. the age of the 15 th person is ?
Options: a. 39, b. 41, c. 45, d. 42, e. 50
Output: b
Problem: ajay can ride 50 km in 1 hour. in how many hours he can ride 1500 km ?
Options: a. 30 hrs, b. 15 hrs, c. 20 hrs, d. 25 hrs, e. 18 hrs
Output: a
Problem: a square mirror has exactly half the area of the rectangular wall on which it is hung. if each side of the mirror is 54 inches and the width of the wall is 68 inches, what is the length of the wall, in inches ?
Options: ['a. 25.7', 'b. 72.7', 'c. 70.7', 'd. 85.7', 'e. 56.7']
Output: d
Problem: fresh grapes contain 80 % water by weight and raisins obtained by drying fresh grapes contain 25 % water by weight. how many kgs of fresh grapes are needed to get 40 kgs of raisins ?
Options: a. 150 kgs, b. 64 kgs, c. 72 kgs, d. 65 kgs, e. 70 kgs
Output: a
Problem: a is twice as good a work man as b and together they finish the work in 4 days. in how many days a alone can finish the work ?
Options: a. 3, b. 2, c. 7, d. 9, e. 6
Output: e
Problem: if p is the product of the integers from 1 to 30, inclusive, what is the greatest integer k for which 3 ^ k is a factor of p ?
Options: a. 10, b. 12, c. 14, d. 16, e. 18
Output: c
Problem: the membership of a committee consists of 3 english teachers, 4 mathematics teachers, and 2 social studies teachers. if 2 committee members are to be selected at random to write the committee ’ s report, what is the probability that the two members selected will both be english teachers ?
Options: a. 2 / 3, b. 1 / 3, c. 2 / 9, d. 1 / 12, e. 1 / 24
Output: d
Problem: a woman swims downstream 45 km and upstream 15 km taking 3 hours each time, what is the speed of the woman in still water ?
Options: a. 10, b. 12, c. 14, d. 16, e. 18
Output: a
Problem: in order to obtain an income of rs. 1000 from 50 % stock at rs. 500, one must make an investment of
Options: a. rs. 17000, b. rs. 16050, c. rs. 15400, d. rs. 10000, e. rs. 10500
Output: d
Problem: jack and jill are marathon runners. jack can finish a marathon ( 40 km ) in 4.5 hours and jill can run a marathon in 4.0 hours. what is the ratio of their average running speed ? ( jack: jill )
Options: a. 14 / 15, b. 15 / 14, c. 8 / 9, d. 5 / 4, e. can not be determined
Output: c
Problem: a snooker tournament charges $ 45.00 for vip seats and $ 15.00 for general admission ( “ regular ” seats ). on a certain night, a total of 300 tickets were sold, for a total cost of $ 7,500. how many fewer tickets were sold that night for vip seats than for general admission seats ?
Options: a. 212, b. 240, c. 220, d. 230, e. 225
Output: c
Problem: the length of a rectangular floor is more than its breadth by 100 %. if rs. 600 is required to paint the floor at the rate of rs. 3 per sq m, then what would be the length of the floor ?
Options: a. 15.0 m., b. 14.4 m., c. 12.0 m., d. 16.2 m., e. 16.5 m.
Output: b
Problem: 5 % people of a village in sri lanka died by bombardment, 20 % of the remainder left the village on account of fear. if now the population is reduced to 3553, how much was it in the beginning ?
Options: a. 2988, b. 2776, c. 4400, d. 4675, e. 881
Output: d
Problem: what is the sum of the odd integers from 35 to 55, inclusive ?
Options: a. 495, b. 550, c. 555, d. 600, e. 605
Output: a
Problem: every monday, marina eats one croissant and every tuesday she eats two croissants. on each subsequent day of the week, she eats a number of croissants equal to the sum of the croissants eaten on the two previous days, with the exception that if she eats more than 4 croissants on any particular day, the next day she will eat only one croissant. at the end of the week ( which runs from monday through sunday ), the cycle resets, and marina goes back to eating one croissant on monday, two on tuesday, and so forth. if a particular month begins on a saturday, how many croissants will marina eat on the 30 th of that month ?
Options: a. 1, b. 2, c. 3, d. 5, e. 6
Output: a
Problem: a boy swims downstream 48 km and upstream 12 km taking 6 hours each time; what is the speed of the current ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: c
Problem: if the sides of a cube are in the ratio 5: 3. what is the ratio of their diagonals ?
Options: ['a. 5: 9', 'b. 9: 3', 'c. 5: 4', 'd. 3: 5', 'e. 5: 3']
Output: e
Problem: the average weight of 26 boys in a class is 50.25 kg and that of the remaining 8 boys is 45.15 kg. find the average weights of all the boys in the class.
Options: a. 49.05, b. 42.25, c. 50, d. 51.25, e. 52.25
Output: a
Problem: a one - foot stick is marked in 1 / 4 and 1 / 5 portion. how many total markings will there be, including the end points ?
Options: a. 18, b. 16, c. 13, d. 9, e. 11
Output: d
Problem: find out the c. i on rs. 5000 at 4 % p. a. compound half - yearly for 1 1 / 2 years ?
Options: a. 272.22, b. 128.29, c. 306.04, d. 198.39, e. 212.22
Output: c
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
Problem: two spherical balls lie on the ground touching. if one of the balls has a radius of 9 cm, and the point of contact is 10 cm above the ground, what is the radius of the other ball ( in centimeters ) ?
Options: a. 50 / 4, b. 70 / 6, c. 80 / 7, d. 90 / 8, e. 100 / 9
Output: d
Problem: in what ratio must tea at rs. 62 per kg be mixed with tea at rs. 72 per kg so that the mixture must be worth rs. 64.50 per kg ?
Options: a. 3: 1, b. 2: 1, c. 5: 2, d. 3: 2, e. 3: 4
Output: a
Problem: a solid metallic spherical ball of diameter 6 cm is melted and recast into a cone with diameter of the base as 12 cm. the height of the cone is :
Options: ['a. 8 cm', 'b. 6 cm', 'c. 4 cm', 'd. 3 cm', 'e. none']
Output: d
Problem: the present worth of rs. 2310 due years hence, the rate of interest being 15 % per annum, is :
Options: a. rs. 1440, b. rs. 1750, c. rs. 1680, d. rs. 1840, e. none of these
Output: c
Problem: if x is the median of the set { 8 / 2, 11 / 3, 27 / 9, 21 / 5, x }, x could be
Options: a. 4, b. 17 / 5, c. 16 / 5, d. 30 / 7, e. 31 / 7
Output: a
Problem: how many seconds will a train 100 meters long take to cross a bridge 140 meters long if the speed of the train is 36 kmph ?
Options: a. 26, b. 24, c. 25, d. 82, e. 27
Output: b
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
Problem: a and b together can complete work in 6 days. a alone starts working and leaves it after working for 4 days completing only half of the work. in how many days it can be completed if the remaining job is undertaken by b ?
Options: a. 4, b. 12, c. 5, d. 6, e. 7
Output: b
Problem: in town x, 64 percent of the population are employed, and 46 percent of the population are employed males. what percent of the employed people in town x are females ?
Options: a. 16 %, b. 25 %, c. 28 %, d. 40 %, e. 52 %
Output: c
Problem: the lcm of two numbers is 2310 and hcf is 55. if one of the numbers is 210. then what is the other number ?
Options: a. 715, b. 825, c. 330, d. 605, e. 465
Output: d
Problem: what is the sum of all possible solutions to | x - 2 | ^ 2 + | x - 2 | = 20 ?
Options: a. - 1, b. 6, c. 7, d. 8, e. 14
Output: d
Problem: a and b invests rs. 2500 and rs. 4000 respectively in a business. if a doubles his capital after 6 months. in what ratio should a and b divide that year ' s profit ?
Options: a. 11: 5, b. 15: 16, c. 15: 2, d. 9: 9, e. 11: 1
Output: b
Problem: find the average of first 4 multiples of 11 ?
Options: a. 10, b. 12.6, c. 27.5, d. 31.3, e. 40.8
Output: c
Problem: a car traveled from san diego to san francisco at an average speed of 54 miles per hour. if the journey back took twice as long, what was the average speed of the trip ?
Options: a. 24., b. 32., c. 36., d. 42., e. 44.
Output: c
Problem: a runner runs the 40 miles from marathon to athens at a constant speed. halfway through the run she injures her foot, and continues to run at half her previous speed. if the second half takes her 8 hours longer than the first half, how many hours did it take the runner to run the second half ?
Options: a. 10, b. 12, c. 16, d. 20, e. 24
Output: c
Problem: a pump will fill a tank in 3 hours. because of a leak in the tank, it took 3 hours 30 min to fill the tank. in what time the leak can drain out all the water of the tank and will make tank empty ?
Options: a. 20 hrs, b. 21 hrs, c. 22 hrs, d. 23 hrs, e. 24 hrs
Output: b
Problem: the area of a square garden is q square feet and the perimeter is p feet. if q = p + 21, what is the perimeter of the garden in feet ?
Options: ['a. 24', 'b. 28', 'c. 32', 'd. 36', 'e. 40']
Output: b
Problem: a train 100 m long passes a man, running at 5 km / hr in the same direction in which the train is going, in 10 seconds. the speed of the train is ?
Options: a. 28, b. 50, c. 88, d. 41, e. 12
Output: d
Problem: a positive number x is multiplied by 2, and this product is then divided by 4. if the positive square root of the result of these two operations equals x, what is the value of x ?
Options: a. 9 / 4, b. 3 / 2, c. 4 / 3, d. 2 / 3, e. 1 / 2
Output: a
Problem: how many multiples of 3 are there between 10 and 100, exclusive ?
Options: a. 30, b. 29, c. 28, d. 31, e. 33
Output: a
Problem: an empty fuel tank with a capacity of 200 gallons was filled partially with fuel a and then to capacity with fuel b. fuel a contains 12 % ethanol by volume and fuel b contains 16 % ethanol by volume. if the full fuel tank contains 28 gallons of ethanol, how many gallons of fuel a were added ?
Options: a. 160, b. 150, c. 100, d. 80, e. 50
Output: c
Problem: maxwell leaves his home and walks toward brad ' s house. one hour later, brad leaves his home and runs toward maxwell ' s house. if the distance between their homes is 14 kilometers, maxwell ' s walking speed is 4 km / h, and brad ' s running speed is 6 km / h. what is the total time it takes maxwell before he meets up with brad ?
Options: a. 2, b. 4, c. 5, d. 6, e. 8
Output: a
Problem: the total price of a basic computer and printer are $ 2,500. if the same printer had been purchased with an enhanced computer whose price was $ 500 more than the price of the basic computer, then the price of the printer would have been 2 / 5 of that total. what was the price of the basic computer ?
Options: a. 1300, b. 1600, c. 1750, d. 1900, e. 2000
Output: a
Problem: in a lottery there are 20 prizes and 35 blanks. a lottery is drawn at random. what is the probability of getting a prize
Options: a. 2 / 13, b. 4 / 11, c. 5 / 11, d. 6 / 11, e. 3 / 13
Output: b
Problem: lloyd normally works 7.5 hours per day and earns $ 3.50 per hour. for each hour he works in excess of 7.5 hours on a given day, he is paid 1.5 times his regular rate. if lloyd works 10.5 hours on a given day, how much does he earn for that day ?
Options: a. $ 33.75, b. $ 42.00, c. $ 51.75, d. $ 54.00, e. $ 70.00
Output: b
Problem: tammy climbed a mountain in two days. she spent a total of 14 hours climbing the mountain. on the second day, she walked at an average speed that was half a kilometer per hour faster, but 2 hours less than what she walked on the first day. if the total distance she climbed during the two days is 52 kilometers, how many e kilometers per hour did tammy walk on the second day ?
Options: a. 3, b. 3.5, c. 4, d. 4.5, e. 6
Output: c
Problem: the l. c. m of two numbers is 2310 and their h. c. f is 30. if one number is 462 the other is
Options: a. 330, b. 300, c. 270, d. 150, e. 350
Output: d
Problem: a reduction of 22 % in the price of salt enables a lady to obtain 10 kgs more for rs. 100, find the original price per kg ?
Options: a. s. 2.82, b. s. 2.4, c. s. 2.5, d. s. 2.2, e. s. 2.1
Output: a
Problem: a person incurs a loss of 5 % be selling a watch for rs. 1140. at what price should the watch be sold to earn 5 % profit.
Options: a. rs. 1200, b. rs. 1230, c. rs. 1260, d. rs. 1290, e. rs. 1270
Output: c
Problem: patanjali walked for 3 days. she walked 18 miles on the first day, walking 3 miles per hour. on the second day she walked for one less hour but she walked one mile per hour, faster than on the first day. on the third day she walked the same number of hours as on the first day, but at the same speed as on the second day. how many miles in total did she walk ?
Options: a. 24, b. 44, c. 58, d. 60, e. 62
Output: e
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
Problem: 60 is to be divided into two parts such that the sum of 10 times the first and 22 times the second is 780. the bigger part is :
Options: a. 33, b. 45, c. 26, d. 28, e. 19
Output: b
Problem: the sum of two number is 25 and their difference is 13. find their product.
Options: a. 114, b. 104, c. 315, d. 350, e. 400
Output: a
Problem: a library branch originally contained 18360 volumes, 30 % of which were fiction novels. 1 / 3 of the volumes were transferred to another location and 1 / 5 of the volumes transferred were fiction novels. what percent of the remaining collection was fiction novels ?
Options: a. 2.5 %, b. 17.67 %, c. 28.3 %, d. 36 %, e. 73.6 %
Output: d
Problem: there is one 4 - digit whole number n, such that the last 4 digits of n 2 are in fact the original number n
Options: a. 8476, b. 7376, c. 9376, d. 7378, e. 9466
Output: c
Problem: when two dice are tossed, what is the probability that the total score is a prime number ?
Options: a. 1 / 6, b. 3, c. 5 / 12, d. 7 / 12, e. 9 / 12
Output: c
Problem: running at the same constant rate, 6 identical machines can produce a total of 420 bottles per minute. at this rate, how many bottles could 10 such machines produce in 4 minutes ?
Options: a. 648, b. 1800, c. 2800, d. 10800, e. 10900
Output: c
Problem: there is food for 760 men for 22 days. how many more men should join after two days so that the same food may last for 5 days more ?
Options: a. 2280, b. 2240, c. 2299, d. 2288, e. 2266
Output: a
Problem: the ratio of the volumes of two cubes is 216: 343. what is the ratio of their total surface areas ?
Options: a. 81: 12, b. 31: 36, c. 81: 22, d. 8: 19, e. 1: 11
Output: b
Problem: the length and breadth of a rectangle is increased by 10 % and 30 % respectively. what is the increase in the area ?
Options: a. 43.0, b. 44.0, c. 43.5, d. 45.0, e. 42.0
Output: a
Problem: the distance between 2 cities a and b is 1000 km. a train starts from a at 11 a. m. and travels towards b at 100 km / hr. another starts from b at 12 p. m. and travels towards a at 150 km / hr. at what time do they meet ?
Options: a. 11 am., b. 12 p. m., c. 3 pm., d. 4 p. m., e. 1 p. m.
Output: d
Problem: in the number 11,0 ab, a and b represent the tens and units digits, respectively. if 11,0 ab is divisible by 65, what is the greatest possible value of b × a ?
Options: a. 0, b. 5, c. 10, d. 15, e. 25
Output: c
Problem: if k is the greatest positive integer such that 3 ^ k is a divisor of 15 ! then k =
Options: a. 3, b. 4, c. 5, d. 6, e. 7
Output: d
Problem: how many of the integers between 15 and 55 are even ?
Options: a. 21, b. 20, c. 11, d. 10, e. 9
Output: b
Problem: count the numbers between 10 - 99 which yield a remainder of 5 when divided by 8 and also yield a remainder of 1 when divided by 6 ?
Options: a. one, b. three, c. two, d. five, e. four
Output: e
Problem: a train 510 m long is running at a speed of 45 km / hr. in what time will it pass a bridge 140 m long ?
Options: a. 40, b. 52, c. 26, d. 21, e. 14
Output: b
Problem: if ryan and smith car ratio is 5: 8. ryan bought 6 new car and smith bought 2 new car. now, smith has 18 car. what is their car ratio now ?
Options: a. 5: 4, b. 3: 2, c. 8: 9, d. 6: 5, e. 7: 5
Output: c
Problem: a ( 7, w ^ 3 ) is the ( x, y ) coordinate of point located on the parabola y = x ^ 2 + 15. what is the value of w ?
Options: a. 3., b. 4., c. 5., d. 6., e. 9.
Output: b
Problem: the timing of a college is from 12 p. m to 4.10 p. m. five lectures are held in the given duration and a break of 5 minutes after each lecture is given to the students. find the duration of each lecture.
Options: a. 52 minutes, b. 45 minutes, c. 46 minutes, d. 48 minutes, e. 44 minutes
Output: c
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
Problem: 63 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. 21, b. 23, c. 24, d. 25, e. 26
Output: a
Problem: marcella has 24 pairs of shoes. if she loses 9 individual shoes, what is the greatest number of matching pairs she could have left ?
Options: a. 21, b. 20, c. 19, d. 16, e. 15
Output: c
Problem: the sum of the squares of three numbers is 138, while the sum of their products take two at a time is 131. find the sum ?
Options: a. 10, b. 30, c. 20, d. 50, e. 40
Output: c
Problem: two trains are approaching each other at 60 mph each. the length of each train is 1 / 6 miles. when the two locomotives ( engines ) meet, how many seconds will it take for them to pass each other completely ?
Options: a. 8 sec, b. 11 sec, c. 12 sec, d. 10 sec, e. 15 sec
Output: d
Problem: a courtyard is 25 meter long and 15 meter board is to be paved with bricks of dimensions 20 cm by 10 cm. the total number of bricks required is ?
Options: a. 22877, b. 27778, c. 18750, d. 27999, e. 17799
Output: c
Problem: a team won 50 percent of its first 60 games in a particular season, and 80 percent of its remaining games. if the team won a total of 70 percent of its games that season, what was the total number of games that the team played ?
Options: a. 75, b. 90, c. 120, d. 150, e. 180
Output: e
Problem: if k and w are the dimensions of a rectangle that has area 48, and if k and w are integers such that k > w, what is the total number of possible values of k ?
Options: a. four, b. three, c. two, d. five, e. six
Output: a
Problem: a number when divided by 5, gives 45 as quotient and 0 as remainder. what will be the remainder when dividing the same number by 10
Options: a. a. 5, b. b. 3, c. c. 4, d. d. 6, e. e. 7
Output: a
Problem: a certain elevator has a safe weight limit of 1950 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 190 pounds and the average weight of the others being 200 pounds ?
Options: a. 7, b. 8, c. 9, d. 10, e. 11
Output: d
Problem: a and b invests rs. 8000 and rs. 12000 in a business. after 4 months, a withdraws half of his capital and 2 months later, b withdraws one - third of his capital. in what ratio should they share the profits at the end of the year ?
Options: a. 32: 99, b. 82: 31, c. 8: 15, d. 34: 89, e. 35: 21
Output: c
Problem: the height of the wall is 6 times its width and length of the wall is 7 times its height. if the volume of the wall be 86436 cu. m. its width is
Options: a. 4 m, b. 5 m, c. 6 m, d. 7 m, e. 8 m
Output: d
Problem: money invested at x %, compounded annually, triples in value in approximately every 112 / x years. if $ 2000 is invested at a rate of 8 %, compounded annually, what will be its approximate worth in 28 years ?
Options: a. $ 3,750, b. $ 5,600, c. $ 8,100, d. $ 18,000, e. $ 22,500
Output: d
Problem: a man buys rs. 44 shares paying 9 % dividend. the man wants to have an interest of 12 % on his money. the market value of each share is :
Options: a. s. 12, b. s. 15, c. s. 18, d. s. 21, e. s. 33
Output: e
Problem: water is leaking out from a cylinder container at the rate of 0.31 m ^ 3 per minute. after 10 minutes, the water level decreases 1 / 16 meters. what is value of the radius in meters ?
Options: a. 1 / 4, b. 2, c. 4, d. 8, e. 12
Output: c
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
Problem: how many different ways can 2 students be seated in a row of 5 desks, so that there is always at least one empty desk between the students ?
Options: a. 2, b. 3, c. 4, d. 6, e. 12
Output: e
Problem: he average weight of 8 persons increases by 2.5 kg when a new person comes in place of one of them weighing 70 kg. what might be the weight of the new person ?
Options: a. 90 kg, b. 55 kg, c. 45 kg, d. 85 kg, e. 25 kg
Output: a
Problem: if the function q is defined by the formula q = 5 w / ( 4 h ( z ^ 2 ) ), by what factor will q be multiplied if w is quadrupled, h is doubled, and z is tripled ?
Options: a. 1 / 9, b. 2 / 9, c. 4 / 9, d. 3 / 9, e. 2 / 27
Output: b
Problem: ( 856942 x 555 ) = ?
Options: a. 484638125, b. 474638130, c. 474638135, d. 475602810, e. 484638145
Output: d
Problem: the radius of a wheel is 20.4 cm. what is the distance covered by the wheel in making 400 resolutions ?
Options: a. 512.448 m, b. 704 m, c. 510.448 m, d. 706 m, e. 204 m
Output: a
Problem: a, b, c and d enter into partnership. a subscribes 1 / 3 of the capital b 1 / 4, c 1 / 5 and d the rest. how much share did c get in a profit of rs. 2490 ?
Options: a. s. 332, b. s. 498, c. s. 822, d. s. 812, e. s. 810
Output: b
Problem: a particular store purchased a stock of turtleneck sweaters and marked up its cost by 20 %. during the new year season, it further marked up its prices by 25 % of the original retail price. in february, the store then offered a discount of 20 %. what was its profit on the items sold in february ?
Options: a. 20 %, b. 30 %, c. 35 %, d. 37.5 %, e. 40 %
Output: a
Problem: if the cost price of 50 articles is equal to the selling price of 20 articles, then the gain or loss percent is ?
Options: a. 16, b. 127, c. 12, d. 18, e. 150
Output: e
Problem: what is rate of interest if principal. amount be 400, simple interest 160 and time 2 year.
Options: a. 10, b. 12.5, c. 20, d. 12, e. 14.5
Output: c
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
Problem: the radius of a sphere is increased by 50 %. the increase in surface area of the sphere is :
Options: a. 168, b. 125, c. 186, d. 197, e. 191
Output: b
Problem: a man can row 4 kmph in still water. when the river is running at 1.2 kmph, it takes him 1 hour to row to a place and black. what is the total distance traveled by the man ?
Options: a. 5.98, b. 3.98, c. 3.54, d. 3.87, e. 3.82
Output: c
Problem: in a certain game, each player scores either 2 points or 5 points. if n players score 2 points and m players score 5 points, and the total number of points scored is 50, what is the least possible positive difference w between n and m ?
Options: a. 1, b. 3, c. 5, d. 7, e. 9
Output: b
Problem: h is a positive integer and 225 and 216 are both divisors of h. if h = ( 2 ^ a. * ( 3 ^ b. * ( 5 ^ c., where a, b and c are positive integers, what is the least possible value of a + b + c ?
Options: a. 4, b. 8, c. 6, d. 7, e. 5
Output: b
Problem: if p and q are both odd prime numbers andp < q, then how many different positive integer factors does 2 pqhave ?
Options: a. 3, b. 4, c. 6, d. 8, e. 12
Output: d
Problem: the average age of 25 students in a class is 12 years. 15 students whose average age is 10 years joined them. what is the present average age.
Options: a. 13, b. 12.6, c. 11.25, d. 12, e. 13
Output: c
Problem: ? x 12 = 173 x 240
Options: a. 3460, b. 685, c. 865, d. 495, e. 534
Output: a
Problem: a man goes to shopkeeper and says that if u give me as much as i have, i will spend rs. 10 / - on ur shop. shopkeeper agrees and man moves to another shopkeeper ans asked same. at 3 rd shop after all the transaction, he was left with no money. find the initial amount with the man
Options: a. 5.75, b. 6.75, c. 7.75, d. 8.75, e. 9.75
Output: d
Problem: what is the average ( arithmetic mean ) of the numbers 15, 16, 17, 17, 18, and 19 ?
Options: a. 14.2, b. 16.5, c. 17, d. 17.5, e. 18
Output: c
Problem: a starts a business with $ 3500. after 5 months, b joins with a as his partner. after a year, the profit is divided in the ratio 2: 3. b ' s contribution in the capital is
Options: a. 7000, b. 9000, c. 8000, d. 9900, e. 7900
Output: b
Problem: two trains of length 180 m and 280 m are running towards each other on parallel lines at 42 kmph and 30 kmph respectively. in what time will they be clear of each other from the moment they meet ?
Options: a. 22 sec, b. 23 sec, c. 76 sec, d. 20 sec, e. 66 sec
Output: b
Problem: a train running at the speed of 60 km / hr crosses a pole in 7 sec. what is the length of the train ?
Options: a. 112.21, b. 27.21, c. 117.66, d. 277, e. 116.66
Output: e
Problem: sand is poured into a box so that the box is being filled at the rate of 4 cubic feet per hour. if the empty rectangular box is 7 feet long, 6 feet wide, and 2 feet deep, approximately how many hours does it take to fill the box ?
Options: ['a. 20', 'b. 21', 'c. 22', 'd. 23', 'e. 24']
Output: b
Problem: a train 150 m long passes a man, running at 5 km / hr in the same direction in which the train is going, in 10 seconds. the speed of the train is :
Options: a. 22, b. 50, c. 99, d. 288, e. 59
Output: e
Problem: last year a worker saved 4 % of her annual salary. this year, she made 10 % more money than last year and she saved 5 % of her salary. the amount she saved this year was what percent of the amount she saved last year ?
Options: a. 137.5 %, b. 142.5 %, c. 147.5 %, d. 152.5 %, e. 157.5 %
Output: a
Problem: two trains 111 meters and 165 meters in length respectively are running in opposite directions, one at the rate of 40 km and the other at the rate of 50 kmph. in what time will they be completely clear of each other from the moment they meet ?
Options: a. 11.04, b. 10.0, c. 6.85, d. 5.85, e. 6.15
Output: a
Problem: a corporation paid $ 10 million in federal taxes on its first $ 50 million of gross profits and then $ 30 million in federal taxes on the next $ 150 million in gross profits. by approximately what percent did the ratio of federal taxes to gross profits increase from the first $ 50 million in profits to the next $ 150 million in profits ?
Options: a. 0 %, b. 14 %, c. 20 %, d. 23 %, e. 43 %
Output: a
Problem: a and b walk around a circular track. they start at 8 a. m from the same point in the opposite directions. a and b walk at a speed of 2 rounds per hour and 3 rounds per hour respectively. how many times shall they cross each other before 9 a. m
Options: a. 5, b. 6, c. 7, d. 8, e. 9
Output: a
Problem: the product x of two prime numbers is between 17 and 100. if one of the prime numbers is greater than 2 but less than 6 and the other is greater than 13 but less than 25, then x =
Options: a. 18, b. 29, c. 37, d. 44, e. 95
Output: e
Problem: 10 men and 15 women together can complete a work in 6 days. it takes 100 days for one man alone to complete the same work. how many days will be required for one woman alone to complete the same work ?
Options: a. 127 days, b. 667 days, c. 177 days, d. 187 days, e. 225 days
Output: e
Problem: in a basket of apples, 12 % of them are rotten and 66 are in good condition. find the total number of apples in the basket.
Options: a. 33, b. 75, c. 23, d. 20, e. 287
Output: b
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 25 % profit on the cost of the item ?
Options: a. 18, b. 21.6, c. 22, d. 22.5, e. 24
Output: e
Problem: a piece of cloth cost rs 35. if the length of the piece would have been 4 m longer and each meter cost re 1 less, the cost would have remained unchanged. how long is the piece ?
Options: a. 5 mtrs, b. 10 mtrs, c. 12 mtrs, d. 15 mtrs, e. 18 mtrs
Output: b
Problem: what is the average of 4 tenths and 5 thousandths ?
Options: a. 0.2022, b. 0.2012, c. 0.2025, d. 0.2021, e. 0.2029
Output: c
Problem: the average weight of a, b and c is 43 kg. if the average weight of a and b be 48 kg and that of b and c be 42 kg, then the weight of b is :
Options: a. 55 kg, b. 53 kg, c. 49 kg, d. 52 kg, e. 51 kg
Output: e
Problem: pipe p can fill a tank in 3 hours, pipe q in 9 hours and pipe r in 18 hours. if all the pipes are open, in how many hours will the tank be filled ?
Options: a. 2 hours, b. 2.4 hours, c. 3 hours, d. 3.5 hours, e. 4.5 hours
Output: a
Problem: if the population of a certain country increases at the rate of one person every 15 seconds, by how many persons does the population increase in 25 minutes ?
Options: a. 80, b. 100, c. 150, d. 240, e. 300
Output: b
Problem: a monkey ascends a greased pole 10 meters high. he ascends 2 meters in the first minute and then slips down 1 meter in the alternate minute. if this pattern continues until he climbs the pole, in how many minutes would he reach at the top of the pole ?
Options: a. 10 th minute, b. 21 st minute, c. 17 th minute, d. 22 nd minute, e. 13 th minute
Output: c
Problem: the number 35 is equal to the sum of the cubes of two integers. what is the product of those integers ?
Options: a. 6, b. 15, c. 21, d. 27, e. 39
Output: a
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 $ 9 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 discounts rates is 22 percent, what is the discount rate on pony jeans ?
Options: a. 9 %, b. 10 %, c. 11 %, d. 12 %, e. 13 %
Output: b
Problem: two pipes a and b can separately fill a tank in 12 and 15 minutes respectively. a third pipe c can drain off 42 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. 504, c. 548, d. 829, e. 279
Output: b
Problem: if i walk at 4 km / h, i miss the bus by 10 minutes. if i walk at 5 km / h, i reach 5 minutes before the arrival of the bus. how far i walk to reach the bus stand ?
Options: a. 5 km, b. 4.5 km, c. 5 1 ⁄ 4 km / h, d. can not be determined, e. none of these
Output: a
Problem: a jogger running at 9 kmph along side a railway track is 260 metres ahead of the engine of a 120 metre long train running at 45 kmph in the same direction. in how much time will the train pass the jogger ?
Options: a. 3.6 sec, b. 38 sec, c. 36 sec, d. 72 sec, e. none of these
Output: b
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
Problem: find the quotient when total no. of divisors of 16 ! is divided by right most non - zero digit of 15 !
Options: a. 672, b. 682, c. 692, d. 745, e. 845
Output: a
Problem: if the wheel is 14 cm then the number of revolutions to cover a distance of 1408 cm is ?
Options: a. a. 16, b. b. 10, c. c. 14, d. d. 12, e. e. 11
Output: a
Problem: calculate the area of a triangle, if the sides of are 65 cm, 60 cm and 25 cm, what is its area ?
Options: a. 850 cm 2, b. 750 cm 2, c. 450 cm 2, d. 550 cm 2, e. 650 cm 2
Output: b
Problem: if an object travels at 9 feet per second, how many feet does it travel in one hour ?
Options: a. 32400, b. 30000, c. 32000, d. 1800, e. 22000
Output: a
Problem: the admission charge in a water park is $ 1 by adult and $ 0.75 by child accompanying an adult. how much was there of child with an adult who paid in quite $ 3.25 to have access to the water park ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: c
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 3 children and 5 grandchildren, then approximately what percentage of mr. evans estate will each grandchild receive ?
Options: a. 20 %, b. 17 %, c. 5.0 %, d. 3.3 %, e. 2.8 %
Output: c
Problem: the l. c. m of two numbers is 495 and their h. c. f is 5. if the sum of the numbers is 100, then their difference is
Options: a. 19, b. 10, c. 28, d. 27, e. 29
Output: b
Problem: what is the sum of the greatest common factor and the lowest common multiple of 48 and 72
Options: a. 126, b. 184, c. 168, d. 154, e. 186
Output: c
Problem: the area of a square is 4225 sq cm. find the ratio of the breadth and the length of a rectangle whose length is twice the side of the square and breadth is 24 cm less than the side of the square.
Options: a. 5: 28, b. 5: 19, c. 5: 12, d. 5: 13, e. 41: 130
Output: e
Problem: jisha walked for 3 days. she walked 18 miles on the first day, walking 3 miles per hour. on the second day she walked for one less hour but she walked one mile per hour, faster than on the first day. on the third day she walked the same number of hours as on the first day, but at the same speed as on the second day. how many miles in total did she walk ?
Options: a. 24, b. 44, c. 58, d. 60, e. 62
Output: e