niryuu/sni-each-converted huggingface dataset:
Problem: three pipes, a, b, & c are attached to a tank. a & b can fill it in 20 & 30 minutes respectively while c can empty it in 20 minutes. if a, b & c are kept open successively for 1.5 minute each, how soon will the tank be filled ?
Options: a. 2 hours, b. 4 hours, c. 5 hours, d. 2 hours 15 min, e. 3 hours
Output: d
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
Problem: if the sides of a cube are in the ratio 9: 7. what is the ratio of their diagonals ?
Options: a. 4: 3, b. 16: 9, c. 9: 7, d. 3: 4, e. 3: 8
Output: c
Problem: last year elaine spent 20 % of her annual earnings on rent. this year she earned 20 % more than last year and she spent 30 % of her annual earnings on rent. the amount she spent on rent this year is what percent of the amount spent on rent last year ?
Options: a. 185.5, b. 180.0, c. 167.5, d. 172.5, e. 177.5
Output: b
Problem: a sum of money is to be distributed among a, b, c, d in the proportion of 5: 2: 4: 3. if c gets $ 500 more than d, what is c ' s share ?
Options: a. $ 1200, b. $ 1600, c. $ 1800, d. $ 2000, e. $ 2400
Output: d
Problem: two bullet train s 140 m and 200 m long run at the speed of 60 km / hr and 40 km / hr respectively in opposite directions on parallel tracks. the time ( in seconds ) which they take to cross each other, is :
Options: a. 15.8 sec., b. 12.24 sec., c. 11.8 sec., d. 10.8 sec., e. 08.8 sec.
Output: b
Problem: in 1950, richard was 4 times as old as robert. in 1955, richard was 3 times as old as robert. in which year was richard 1.5 times as old as robert ?
Options: a. 1960, b. 1965, c. 1970, d. 1975, e. 2000
Output: e
Problem: the population of a bacteria culture doubles every 2 minutes. approximately how many minutes will it take for the population to grow from 1,000 to 300,000 bacteria
Options: a. 10, b. 12, c. 14, d. 16, e. 18
Output: d
Problem: in what ratio must tea at rs. 60 per kg be mixed with tea at rs. 70 per kg so that the mixture must be worth rs. 67.5 per kg ?
Options: a. 3: 1, b. 3: 2, c. 4: 3, d. 1: 3, e. none
Output: d
Problem: in what time will a train 50 m long cross an electric pole, it its speed be 360 km / hr ?
Options: a. 0.25, b. 0.5, c. 1.5, d. 2.5, e. 3.5
Output: b
Problem: each of the products produced yesterday was checked by worker x or worker y. 0.5 % of the products checked by worker x are defective and 0.8 % of the products checked by worker y are defective. if the total defective rate of all the products checked by worker x and worker y is 0.74 %, what fraction of the products was checked by worker y ?
Options: a. 1 / 2, b. 2 / 3, c. 3 / 5, d. 3 / 4, e. 4 / 5
Output: e
Problem: a sum of 11,500 amounts to 13,500 in 5 years at the rate of simple interest. what is the rate of interest ?
Options: a. 2 %, b. 3 %, c. 6 %, d. 5 %, e. 8 %
Output: b
Problem: workers at a campaign office have 2000 fliers to send out. if they send out 1 / 4 of them in the morning and 1 / 5 of the remaining ones out during the afternoon, how many are left for the next day ?
Options: a. 300, b. 800, c. 1100, d. 1200, e. 1180
Output: e
Problem: abcd is a square where ab = â ˆ š 4032. 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: d
Problem: if n = ( 33 ) ^ 40 + ( 43 ) ^ 33 what is the units digit of n ?
Options: a. 1, b. 2, c. 4, d. 6, e. 8
Output: a
Problem: a circular ground whose diameter is 35 metres, has a 1.4 metre - broad garden around it. what is the area of the garden in square metres ?
Options: a. 160.16, b. 6.16, c. 122.66, d. data inadequate, e. none of these
Output: a
Problem: a sports equipment store sold ping pong rackets for a total of $ 637. if the average ( arithmetic mean ) price of a pair of rackets is $ 9.8, how many pairs were sold ?
Options: a. 50, b. 100, c. 65, d. 500, e. 980
Output: c
Problem: a farmer has enough food to feed her 1000 cows for 50 days. after 10 days some of the cows run away and the food was now enough for the same period of 50 days as before. how many cows ran away ?
Options: a. 300, b. 200, c. 500, d. 400, e. 250
Output: b
Problem: a certain number of men can do a work in 60 days. if there were 8 men less it could be finished in 10 days more. how many men are there ?
Options: a. 56, b. 42, c. 60, d. 45, e. 36
Output: a
Problem: if - 3 x + 4 y = 28 and 3 x - 2 y = 8, what is the product of x and y ?
Options: a. 264., b. 428, c. 464., d. 622, e. 642
Output: a
Problem: a rectangle having length 89 cm and width 34 cm. if the length of the rectangle is increased by eighty percent then how much percent the breadth should be decreased so as to maintain the same area.
Options: a. 25 %, b. 33.33 %, c. 47.33 %, d. 75 %, e. none of these
Output: c
Problem: two trains, one from howrah to patna and the other from patna to howrah, start simultaneously. after they meet, the trains reach their destinations after 25 hours and 81 hours respectively. the ratio of their speeds is :
Options: a. 2: 3, b. 4: 3, c. 9: 5, d. 9: 16, e. none of these
Output: c
Problem: a train 100 m long takes 6 sec to cross a man walking at 5 kmph in a direction opposite to that of the train. find the speed of the train ?
Options: a. 45 kmph, b. 55 kmph, c. 32 kmph, d. 61 kmph, e. 70 kmph
Output: b
Problem: evaluate: 96385 + 12 * 3 * 25 = ?
Options: a. 96385, b. 96358, c. 96785, d. 96485, e. 96855
Output: d
Problem: how many positive integers less than 100 have a remainder of 3 when divided by 13 ?
Options: a. 6, b. 7, c. 8, d. 9, e. 3
Output: e
Problem: if y > 0, ( 9 y ) / 20 + ( 3 y ) / 10 is what percent of y ?
Options: a. 40 %, b. 50 %, c. 60 %, d. 70 %, e. 75 %
Output: e
Problem: all the students of class are told to sit in circle shape. here the boy at the 5 th position is exactly opposite to 20 th boy. total number of boys in the class ?
Options: a. 30, b. 40, c. 45, d. 25, e. 20
Output: a
Problem: a boy swims downstream 56 km and upstream 42 km taking 7 hours each time; what is the speed of the current ?
Options: a. 5, b. 4, c. 3, d. 2, e. 1
Output: e
Problem: an equal number of desks and bookcases are to be placed along a library wall that is 15 meters long. each desk is 2 meters long, and each bookshelf is 1.5 meters long. if the maximum possible number of desks and bookcases are to be placed along the wall, then the space along the wall that is left over will be how many meters f long ?
Options: a. 0.5, b. 1, c. 1.5, d. 2, e. 3
Output: b
Problem: a meeting has to be conducted with 5 managers. find the number of ways in which the managers may be selected from among 9 managers, if 3 managers will not attend the meeting together.
Options: a. 1.24, b. 2.91, c. 3.12, d. 4.126, e. 5.15
Output: a
Problem: for every even positive integer m, f ( m ) represents the product of all even integers from 2 to m, inclusive. for example, f ( 12 ) = 2 x 4 x 6 x 8 x 10 x 12. what is the greatest prime factor of f ( 24 ) ?
Options: a. 23, b. 19, c. 17, d. 13, e. 11
Output: e
Problem: an employee ’ s annual salary was increased $ 5,000. if her new annual salary now equals $ 70,000, what was the percent increase ?
Options: a. 15 %, b. 0.77 %, c. 20 %, d. 22 %, e. 24 %
Output: b
Problem: how many two - digit whole numbers yield a remainder of 1 when divided by 20 and also yield a remainder of 1 when divided by 5 ?
Options: a. none, b. one, c. two, d. three, e. four
Output: e
Problem: j is faster than p. j and p each walk 24 km. sum ofthe speeds of j and p is 7 kmph. sum of time taken by them is 14 hours. then j speed is equal to ?
Options: a. 4, b. 5, c. 6, d. 7, e. 8
Output: a
Problem: a particular library has 75 books in a special collection, all of which were in the library at the beginning of the month. these book are occasionally loaned out through an inter - library program. if, by the end of the month, 80 percent of books that were loaned out are returned and there are 66 books in the special collection at that time, how many books of the special collection were loaned out during that month ?
Options: a. 20, b. 30, c. 35, d. 45, e. 55
Output: d
Problem: 50 men took a dip in a water tank 30 m long and 20 m broad on a religious day. if the average displacement of water by a man is 4 m 3, then the rise in the water level in the tank will be :
Options: a. 20 cm, b. 25 cm, c. 33.3 cm, d. 50 cm, e. none of these
Output: c
Problem: find the simple interest on rs. 70,000 at 16 2 / 3 % per year for 9 months.
Options: a. 7500, b. 6500, c. 8750, d. 9500, e. none of them
Output: c
Problem: a is twice as good a workman as b and they took 6 days together to do the work b alone can do it in.
Options: a. 18 days, b. 12 days, c. 29 days, d. 25 days, e. 27 days
Output: a
Problem: donovan and michael are racing around a circular 400 - meter track. if donovan runs each lap in 45 seconds and michael runs each lap in 36 seconds, how many laps will michael have to complete in order to pass donovan, assuming they start at the same time ?
Options: a. 8, b. 7, c. 6, d. 5, e. 9
Output: d
Problem: if 3 people can do 3 times of a particular work in 3 days, then how many days would it take 9 people to do 9 times of that particular work ?
Options: a. 1, b. 2, c. 3, d. 9, e. 12
Output: c
Problem: a and b can do a work in 5 days and 10 days respectively. a starts the work and b joins him after 2 days. in how many days can they complete the remaining work ?
Options: a. 6, b. 2, c. 8, d. 9, e. 3
Output: b
Problem: the average age of students of a class is 15.8 years. the average age of boys in the class is 16.5 years and that of the girls is 15.4 years. the ration of the number of boys to the number of girls in the class is :
Options: a. 2: 5, b. 2: 3, c. 2: 4, d. 2: 1, e. 4: 7
Output: e
Problem: before 6 years, dog a ’ s age was 4 times of dog b ’ s age and after 4 years, dog a ’ s age will be 3 times of dog b ’ s age. what is the difference of dog a ’ s age and dog b ’ s now ?
Options: a. 36, b. 42, c. 54, d. 60, e. 64
Output: e
Problem: 4 wolves, wolverine, man - hunter, blue - wolf, and jasmine, caught rabbits for their evening meal. if man - hunter caught 3 more rabbits than blue - wolf did, jasmine caught 3 less than wolverine did, and wolverine caught 1 more than man - hunter did, how many more fewer rabbits did blue - wolf catch than jasmine ?
Options: a. - 3, b. - 2, c. - 5, d. - 12, e. - 1
Output: e
Problem: a bullet train 160 m long is running with a speed of 70 kmph. in what time will it pass a man who is running at 8 kmph in the direction opposite to that in which the bullet train is going ?
Options: a. 23 sec, b. 15 sec, c. 7.38 sec, d. 6.92 sec, e. 16 sec
Output: c
Problem: what is the remainder when 103 * 505 * 607 is divided by 9
Options: a. 6, b. 18, c. 2, d. 4, e. 7
Output: e
Problem: a man can do a job in 5 days. his father takes 20 days and his son finishes it in 25 days. how long will they take to complete the job if they all work together ?
Options: a. 6.3, b. 6.9, c. 3.5, d. 6.1, e. 6.2
Output: c
Problem: what is the value of 3 x ^ 2 − 1.8 x + 0.3 for x = 0.9 ?
Options: a. − 0.3, b. 0, c. 0.3, d. 1.11, e. 2.46
Output: d
Problem: bag a contains red, white and blue marbles such that the red to white marble ratio is 1: 3 and the white to blue marble ratio is 2: 3. bag b contains red and white marbles in the ratio of 1: 4. together, the two bags contain 26 white marbles. how many red marbles could be in bag a ?
Options: a. 1, b. 3, c. 4, d. 2, e. 8
Output: d
Problem: a restaurant spends one quarter of its monthly budget for rent and two thrid of the rest for food and beverages. what percentage of the budget does the restaurant spend for food and beverages ?
Options: a. 23.5 %, b. 50 %, c. 35 %, d. 37.5 %, e. 75 %
Output: b
Problem: in a kilometer race, a beats b by 52 meters or 18 seconds. what time does a take to complete the race ?
Options: a. 277 sec, b. 190 sec, c. 328 sec, d. 367 sec, e. 376 sec
Output: c
Problem: what is the probability of randomly selecting one of the shortest diagonals from all the diagonals of a regular octagon ?
Options: a. 1 / 4, b. 1 / 3, c. 1 / 2, d. 2 / 5, e. 7 / 8
Output: d
Problem: a towel, when bleached, lost 30 % of its length and 25 % of its breadth. what is the percentage decrease in area ?
Options: a. 24 %, b. 30 %, c. 44 %, d. 54 %, e. 47.5 %
Output: e
Problem: two women can do a work in 4 days. six men can complete the same work in 3 days. what is the ratio between the capacity of a man and a woman ?
Options: a. 1: 2, b. 2: 1, c. 4: 9, d. 3: 2, e. none of these
Output: c
Problem: 10 x 0.5 = ?
Options: a. 0.0001, b. 0.001, c. 0.01, d. 0.1, e. 5
Output: e
Problem: what is the remainder when 54617 ^ ( 42788234 ) is divided by 5 ?
Options: a. 0, b. 1, c. 2, d. 3, e. 4
Output: e
Problem: a cube of side two meter length is cut into small cubes of side 10 cm each. how many such small cubes can be obtained ?
Options: a. 2878, b. 2778, c. 1000, d. 8000, e. 8900
Output: d
Problem: how many numbers between 200 and 600 are divisible by 4, 5 and 6 ?
Options: a. 5, b. 6, c. 8, d. 10, e. 12
Output: b
Problem: a train 270 metres long is moving at a speed of 25 kmph. it will cross a man coming from the opposite direction at a speed of 2 km per hour in :
Options: a. 30 sec, b. 32 sec, c. 36 sec, d. 38 sec, e. 40 sec
Output: c
Problem: speed of a boat in standing water is 14 kmph and the speed of the stream is 1.2 kmph. a man rows to a place at a distance of 4864 km and comes back to the starting point. the total time taken by him is :
Options: a. 700, b. 200, c. 540, d. 120, e. 635
Output: a
Problem: you enter a weight loss challenge game and manage to lose 13 % of your body weight. for the final weigh in you are forced to wear clothes that add 2 % to your weight. what percentage of weight loss is measured at the final weigh in ?
Options: a. 13 %, b. 9.22 %, c. 11.26 %, d. 14 %, e. 12 %
Output: c
Problem: i bought two books; for rs. 500. i sold one at a loss of 15 % and other at a gain of 19 % and then i found each book was sold at the same price. find the cost of the book sold at a loss ?
Options: a. 337, b. 280, c. 299.67, d. 266.67, e. 291.67
Output: e
Problem: 252 ã · ? ã — 15 + 270 = 405
Options: a. 24, b. 25, c. 28, d. 39, e. 43
Output: c
Problem: a and b put in rs. 300 and rs. 400 respectively into a business. a reinvests into the business his share of the first year ' s profit of rs. 196 where as b does not. in what ratio should they divide the second year ' s profit ?
Options: a. 39: 40, b. 39: 49, c. 24: 25, d. 39: 47, e. 39: 41
Output: c
Problem: in a group of ducks and cows, the total number of legs are 40 more than twice the number of heads. find the total number of cows.
Options: a. 12, b. 14, c. 16, d. 18, e. 20
Output: e
Problem: a student chose a number, multiplied it by 2, then subtracted 138 from the result and got 102. what was the number he chose ?
Options: a. 90, b. 100, c. 120, d. 160, e. 200
Output: c
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
Problem: soymilk are sold in packages of two or 3 only. if hannah bought 17 soymilk exactly, what could be the number of large packs hannah bought ?
Options: a. 1, b. 4, c. 3, d. 5, e. 8
Output: c
Problem: what ratio must a shopkeeper mix peas and soybean of rs. 16 and rs. 25 / kg, as to obtain a mixture of rs. 21.50 ?
Options: a. 10: 7, b. 9: 8, c. 7: 11, d. 13: 11, e. 14: 8
Output: c
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
Problem: bucket p has thrice the capacity as bucket q. it takes 60 turns for bucket p to fill the empty drum. how many turns it will take for both the buckets p and q, having each turn together to fill the empty drum ?
Options: a. 30, b. 45, c. 50, d. 25, e. 60
Output: b
Problem: mr. loyd wants to fence his square shaped land of 120 sqft each side. if a pole is laid every 10 ft how many poles do he need ?
Options: a. 20, b. 30, c. 48, d. 50, e. 60
Output: c
Problem: if 4 / ( 1 + 3 / x ) = 1, then x =
Options: a. 3, b. 1, c. 1 / 3, d. - 1 / 3, e. - 3
Output: b
Problem: a 16 % stock yielding 10 % is quoted at :
Options: a. 83.33, b. 110, c. 112, d. 120, e. 160
Output: e
Problem: there are, in a certain league, 20 teams, and each team face another team for a total of 10 times. how many games are played in the season ?
Options: a. 1900, b. 3600, c. 2400, d. 180, e. 5400
Output: a
Problem: if integer k is equal to the sum of all even multiples of 15 between 390 and 615, what is the greatest prime factor of k ?
Options: a. 5, b. 7, c. 8, d. 13, e. 17
Output: c
Problem: if x and y are positive integers and 3 + x + y + xy = 17, what is the value of x + y ?
Options: a. 3, b. 5, c. 6, d. 8, e. 9
Output: c
Problem: a sun is divided among x, y and z in such a way that for each rupee x gets, y gets 45 paisa and z gets 30 paisa. if the share of y is rs. 54, what is the total amount ?
Options: a. 166, b. 105, c. 178, d. 177, e. 210
Output: e
Problem: the expenditure of a businessman increase consistently by 10 % per year. if his present expenditure is rs. 20000 then what will his expenditure be after 2 years ?
Options: a. 24500, b. 24400, c. 24300, d. 24200, e. 24100
Output: d
Problem: farm tax is levied on the 25 % of the cultivated land. the tax department collected total $ 3840 through the farm tax from the village of mr. william. mr. william paid only $ 480 as farm tax. the percentage of total land of mr. willam over the total taxable land of the village is :
Options: a. 15 %, b. 25 %, c. 50 %, d. 0.2083 %, e. none
Output: c
Problem: a textile manufacturing firm employees 100 looms. it makes fabrics for a branded company. the aggregate sales value of the output of the 100 looms is rs 5, 00,000 and the monthly manufacturing expenses is rs 1, 50,000. assume that each loom contributes equally to the sales and manufacturing expenses are evenly spread over the number of looms. monthly establishment charges are rs 75000. if one loom breaks down and remains idle for one month, the decrease in profit is :
Options: a. 13000, b. 7000, c. 10000, d. 3500, e. none of these
Output: d
Problem: it is the new year and mandy has made a resolution to lose weight this year. she plans to exercise and do yoga. for exercise she plans to workout at the gym and ride her bicycle in the ratio of 2: 3 everyday. she will also do yoga in the ratio, yoga: exercise = 2: 3. if she rides her bike for 18 minutes, how much time will she spend doing yoga ? ( rounded to minutes )
Options: a. 30 min., b. 41 min., c. 17 min., d. 23 min., e. 25 min.
Output: a
Problem: when positive integer x is divided by 11, the quotient is y and the remainder is 4. when 2 x is divided by 8, the quotient is 3 y and the remainder is 1. what is the value of 13 y – x ?
Options: a. 2, b. 3, c. 4, d. 5, e. 6
Output: b
Problem: what is the least number of squares tiles required to pave the floor of a room 15.17 m long and 9.02 m broad ?
Options: ['a. 814', 'b. 266', 'c. 287', 'd. 999', 'e. 661']
Output: a
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 seven 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. 63: 8
Output: e
Problem: if a drawing has an outer circle of diameter 30 and an inner circle of diameter 24, then what fraction of outer circle ' s surface is not covered by the inner circle ?
Options: ['a. 3 / 6', 'b. 8 / 24', 'c. 14 / 16', 'd. 9 / 25', 'e. 2 / 3']
Output: d
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
Problem: x can finish a work in 24 days. y can finish the same work in 16 days. yworked for 10 days and left the job. how many days does x alone need to finish the remaining work ?
Options: a. 3, b. 5, c. 6, d. 8, e. 9
Output: e
Problem: some of 45 % - intensity red paint is replaced with 25 % solution of red paint such that the new paint intensity is 40 %. what fraction of the original paint was replaced ?
Options: a. 2 / 5, b. 1 / 4, c. 1 / 5, d. 1 / 7, e. 2 / 3
Output: b
Problem: what is the greatest positive integer e such that 3 ^ e is a factor of 9 ^ 10 ?
Options: a. e = 5, b. e = 9, c. e = 10, d. e = 20, e. 30
Output: d
Problem: what will be the cost of building a fence around a square plot with area equal to 289 sq ft, if the price per foot of building the fence is rs. 59 ?
Options: a. 3944, b. 920, c. 7290, d. 6928, e. 4012
Output: e
Problem: if the sum of two numbers is 45 and the h. c. f and l. c. m of these numbers are 4 and 5 respectively, then the product of the reciprocals is equal to :
Options: a. 20 / 20, b. 1 / 1, c. 2 / 30, d. 11 / 20, e. 1 / 20
Output: e
Problem: at jerri ’ s pet shop, 60 cups of bird seed are used every 5 days to feed 20 parakeets. how many cups of bird seed would be required to feed 10 parakeets for 5 days ?
Options: a. 45.6, b. 20, c. 9, d. 30, e. 65
Output: d
Problem: find the value of x: 2 x ² − 4.
Options: a. 0,2, b. - 2,2, c. - 2,1, d. 0,4, e. - 1,4
Output: b
Problem: a jar of 180 marbles is divided equally among a group of marble - players today. if 2 people joined the group in the future, each person would receive 1 marble less. how many people are there in the group today ?
Options: a. 16, b. 18, c. 20, d. 22, e. 24
Output: b
Problem: a cricketer whose bowling average is 12.4 runs per wicket takes 5 wickets for 26 runs and there by decreases his average by 0.4. the number age of the family now is :
Options: a. 18, b. 17, c. 76, d. 85, e. 86
Output: d
Problem: the average of first 5 multiples of 5 is
Options: a. 3, b. 6, c. 9, d. 12, e. 15
Output: e
Problem: a technician makes a round - trip to and from a certain service center by the same route. if the technician completes the drive to the center and then completes 50 percent of the drive from the center, what percent of the round - trip has the technician completed ?
Options: a. 70, b. 65, c. 60, d. 75, e. 80
Output: d
Problem: the difference of two numbers is 1415. on dividing the larger number by the smaller, we get 6 as quotient and the 15 as remainder. what is the smaller number ?
Options: a. a. 270, b. b. 280, c. c. 290, d. d. 300, e. e. 310
Output: b
Problem: the price of a jacket is reduced by 25 %. during a special sale the price of the jacket is reduced another 25 %. by approximately what percent must the price of the jacket now be increased in order to restore it to its original amount ?
Options: a. 32.5, b. 77.78, c. 48, d. 65, e. 67.5
Output: b
Problem: there is a 50 cm line marked at each centimeter and an insect is placed at every centimeter. 9 frogs are trained to jump a constant distance. the first one jumps 2 cm in every leap, the second one jumps 3 cm and so on until the 9 th one jumps 10 cm in every leap and they eat any insect that is available at that spot. if all of them start from start line and finish the entire 50 cm, how many insects were still left after the race was over ?
Options: a. 0, b. 4, c. 6, d. 8, e. 11
Output: e
Problem: of the 180 people at a party, 70 were women, and 30 women tried the appetizer. if 50 people did not try the appetizer, what is the total number of men who tried the appetizer ?
Options: a. 40, b. 50, c. 60, d. 70, e. 100
Output: e
Problem: danny and steve are running towards each other, each one from his own house. danny can reach steve ' s house in 25 minutes of running, which is half the time it takes steve to reach danny ' s house. if the two started to run at the same time, how much time longer will it take steve to reach the halfway point between their houses than danny to reach the halfway point between their houses ?
Options: a. 12.5 minutes., b. 25 minutes, c. 35 minutes., d. 35 minutes, e. 75 minutes
Output: a
Problem: we run a business that rents out canoes and kayaks. a canoe rental costs $ 15 per day, and a kayak rental costs $ 18 dollars per day. one day, our business rents out 3 canoes for every 2 kayaks and receives a total of $ 405 in revenue. how many more canoes than kayaks were rented out ?
Options: a. 5, b. 6, c. 7, d. 8, e. 9
Output: a
Problem: how many positive integers between 1 and 200 are there such that they are multiples of 17 ?
Options: a. 9, b. 11, c. 13, d. 10, e. 8
Output: b
Problem: in a company the manager wants to give some gifts to all of the workers. in each block there are about 100 workers are there. the total amount for giving the gifts for all the workers is $ 4000. the worth of the gift is $ 4. how many blocks are there in the company ?
Options: a. 12, b. 10, c. 15, d. 17, e. 20
Output: b
Problem: in what time will a railway train 60 m long moving at the rate of 36 kmph pass a telegraph post on its way ?
Options: a. 2, b. 7, c. 8, d. 6, e. 9
Output: d
Problem: three pipes a, b and c can fill a tank from empty to full in 30 minutes, 20 minutes and 10 minutes respectively. when the tank is empty, all the three pipes are opened. a, b and c discharge chemical solutions p, q and r respectively. what is the proportion of solution p in the liquid in the tank after 3 minutes ?
Options: a. 3 / 11, b. 2 / 11, c. 1 / 11, d. 4 / 11, e. 1 / 11
Output: b
Problem: a man buys 54 pens at marked price of 46 pens from a whole seller. if he sells these pens giving a discount of 1 %, what is the profit percent ?
Options: a. 7.6 %, b. 7.7 %, c. 16.21 %, d. 13.6 %, e. 7.8 %
Output: c
Problem: find the area of a cuboid of length 15 cm, breadth 10 cm. and height 16 cm.
Options: a. 2400 cm cube, b. 2410 cm cube, c. 2420 cm cube, d. 2430 cm cube, e. 2480 cm cube
Output: a
Problem: a can do a piece of work in 15 days. a does the work for 5 days only and leaves the job. b does the remaining work in 6 days. in how many days b alone can do the work ?
Options: a. 5 days, b. 7 days, c. 12 days, d. 9 days, e. 10 days
Output: d
Problem: the sum of first n consecutive odd integers is n ^ 2. what is the sum of all odd integers between 15 and 41 inclusive.
Options: a. 351, b. 392, c. 410, d. 424, e. 450
Output: b
Problem: the cost price of a radio is rs. 1800 and it was sold for rs. 1430, find the loss % ?
Options: a. 18 %, b. 20.5 %, c. 30 %, d. 45 %, e. 12 %
Output: b
Problem: when working alone, painter w can paint a room in 2 hours, and working alone, painter x can paint the same room in z hours. when the two painters work together and independently, they can paint the room in 3 / 4 of an hour. what is the value of z ?
Options: a. 3 / 4, b. 1 [ 1 / 5 ], c. 1 [ 2 / 5 ], d. 1 [ 3 / 4 ], e. 2
Output: b
Problem: a work crew of 6 men takes 8 days to complete one - half of a job. if 9 men are then added to the crew and the men continue to work at the same rate, how many days will it take the enlarged crew to do the rest of the job ?
Options: a. 2, b. 3, c. 3 1 / 5, d. 4, e. 4 4 / 5
Output: c
Problem: what is the dividend. divisor 17, the quotient is 8 and the remainder is 5
Options: a. a. 145, b. b. 141, c. c. 150, d. d. 153, e. e. 158
Output: b
Problem: a searchlight on top of the watch - tower makes 3 revolutions per minute. what is the probability that a man appearing near the tower will stay in the dark for at least 15 seconds ?
Options: a. 1 / 4, b. 1 / 3, c. 1 / 2, d. 2 / 3, e. 3 / 4
Output: a
Problem: john and amanda stand at opposite ends of a straight road and start running towards each other at the same moment. their rates are randomly selected in advance so that john runs at a constant rate of 3, 4, or 5 miles per hour and amanda runs at a constant rate of 3, 4, 5, 6, or 7 miles per hour. what is the probability that john has traveled farther than amanda by the time they meet ?
Options: a. 1 / 2, b. 1 / 3, c. 1 / 5, d. 2 / 15, e. 4 / 15
Output: c
Problem: the average of numbers 0.64205, 0.64203, 0.64202 and 0.64201 is ?
Options: a. 0.64202, b. 0.64204, c. 0.642022, d. 0.642028, e. none
Output: d
Problem: two bullet train s 140 m and 210 m long run at the speed of 60 km / hr and 40 km / hr respectively in opposite directions on parallel tracks. the time ( in seconds ) which they take to cross each other, is :
Options: a. 15.8 sec., b. 12.6 sec., c. 11.8 sec., d. 10.8 sec., e. 08.8 sec.
Output: b
Problem: 4 friends are pooling their money for pizza. emma has 8 dollars. daya has 25 % more money than emma, jeff has 2 / 5 of the money daya has, and brenda has 4 more dollars than jeff. how much money does brenda have ?
Options: a. 14, b. 6, c. 7, d. 8, e. 10
Output: d
Problem: in one alloy there is 12 % chromium while in another alloy it is 8 %. 35 kg of the first alloy was melted together with 40 kg of the second one to form a third alloy. find the percentage of chromium in the new alloy.
Options: a. 8.8 %, b. 9.75 %, c. 9.2 %, d. 8.6 %, e. 8.4 %
Output: b
Problem: mike took a taxi to the airport and paid $ 2.50 to start plus $ 0.25 per mile. annie took a different route to the airport and paid $ 2.50 plus $ 5.00 in bridge toll fees plus $ 0.25 per mile. if each was charged exactly the same amount, and annie ' s ride was 26 miles, how many miles was mike ' s ride ?
Options: a. 20, b. 30, c. 36, d. 46, e. 54
Output: d
Problem: fox jeans regularly sell for $ 15 a pair and pony jeans regularly sell for $ 18 a pair. during a sale these regular unit prices are discounted at different rates so that a total of $ 8.91 is saved by purchasing 5 pairs of jeans: 3 pairs of fox jeans and 2 pairs of pony jeans. if the sum of the two discount rates is 22 percent, what is the discount rate on pony jeans ?
Options: a. 9 %, b. 10 %, c. 11 %, d. 12 %, e. 15 %
Output: c
Problem: find the simple interest on $ 10000 at 4 % per annum for 12 months ?
Options: a. $ 400, b. $ 500, c. $ 650, d. $ 710, e. $ 1000
Output: a
Problem: 50 men took a dip in a water tank 40 m long and 20 m broad on a religious day. if the average displacement of water by a man is 3 m 3, then the rise in the water level in the tank will be :
Options: a. 20 cm, b. 25 cm, c. 35 cm, d. 18.75 cm, e. none of these
Output: d
Problem: a contractor undertakes to built a walls in 50 days. he employs 40 peoples for the same. however after 25 days he finds that only 40 % of the work is complete. how many more man need to be employed to complete the work in time ?
Options: a. 60, b. 30, c. 35, d. 20, e. none of these
Output: a
Problem: the average weight of 6 person ' s increases by 4.5 kg when a new person comes in place of one of them weighing 75 kg. what might be the weight of the new person ?
Options: a. 160 kg, b. 175 kg, c. 180 kg, d. 102 kg, e. 190 kg
Output: d
Problem: a thief goes away with a santro car at a speed of 40 kmph. the theft has been discovered after half an hour and the owner sets off in a bike at 60 kmph when will the owner over take the thief from the start ?
Options: a. a. 2, b. b. 5, c. c. 7, d. d. 5, e. e. 1
Output: e
Problem: sandy buys an old scooter for $ 900 and spends $ 300 on its repairs. if sandy sells the scooter for $ 1500, what is the gain percent ?
Options: a. 10 %, b. 15 %, c. 20 %, d. 25 %, e. 30 %
Output: d
Problem: a, b, c, d, e are the 5 electronic shops in the naza market, which have 20, 30, 60, 80 and 50 t. v. sets with them respectively, then the average number of t. v. sets in each shop is
Options: a. 24, b. 48, c. 50, d. 60, e. none
Output: b
Problem: a no. when divided by 281 gives a remainder 160, what remainder will be obtainedby dividingthe same no. 21 ?
Options: a. 21, b. 22, c. 23, d. 24, e. 25
Output: a
Problem: in the rectangular coordinate system, points ( 16, 0 ) and ( – 16, 0 ) both lie on circle c. what is the maximum possible value of the radius of c ?
Options: a. 2, b. 4, c. 8, d. 16, e. none of the above
Output: d
Problem: the speed of a railway engine is 74 km per hour when no compartment is attached, and the reduction in speed is directly proportional to the square root of the number of compartments attached. if the speed of the train carried by this engine is 24 km per hour when 9 compartments are attached, the maximum number of compartments that can be carried by the engine is :
Options: a. 49, b. 18, c. 16, d. 17, e. 19
Output: e
Problem: the sum of even numbers between 1 and 31 is
Options: a. 16, b. 128, c. 240, d. 512, e. none
Output: c
Problem: find value for x from below equation ? x + 1 = - 3
Options: a. 1, b. - 4, c. - 1, d. 2, e. 3
Output: b
Problem: if the average ( arithmetic mean ) of a and b is 45 and the average of b and c is 50, what is the value of c â ˆ ’ a ?
Options: a. 25, b. 10, c. 90, d. 14, e. it can not be determined from the information given
Output: b
Problem: a certain plant was 11 feet long on the day it was plantedthe length grows by a constant amount everyday ( inc. the first day it was planted.. if this plant grew by 30 % b / w the 4 th day and 10 th day after it was planted, how many feet per day does the plant grow
Options: a. a. 2, b. b. 4.5, c. c. 0.69, d. d. 5.5, e. e. 3
Output: c
Problem: 6,61, 212,507, _ ?
Options: a. 974, b. 994, c. 954, d. 845, e. 754
Output: b
Problem: john and steve are speed walkers in a race. john is 14 meters behind steve when he begins his final push. john blazes to the finish at a pace of 4.2 m / s, while steve maintains a blistering 3.7 m / s speed. if john finishes the race 2 meters ahead of steve, how long was john ’ s final push ?
Options: a. 13 seconds, b. 17 seconds, c. 26 seconds, d. 32 seconds, e. 51 seconds
Output: d
Problem: the average age of an adult class is 40 years. 12 new students with an avg age of 32 years join the class. therefore decreasing theaverage by 4 year. find what was theoriginal strength of class ?
Options: a. 11, b. 12, c. 17, d. 19, e. 21
Output: b
Problem: running at the same constant rate, 5 identical machines can produce a total of 270 bottles per minute. at this rate, how many bottles could 10 such machines produce in 4 minutes ?
Options: a. 648, b. 1,800, c. 2,160, d. 10,800, e. 64,800
Output: c
Problem: the radius of the wheel of a bus is 100 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. 175, b. 250, c. 300, d. 330, e. none of these
Output: a
Problem: what is the smallest positive integer x, such that 1944 x is a perfect cube ?
Options: a. 4, b. 3, c. 8, d. 12, e. 18
Output: b
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
Problem: a number whose fifth part increased by 5 is equal to its fourth part diminished by 5 is ?
Options: a. 160, b. 180, c. 200, d. 220, e. none
Output: c
Problem: a train 360 m long runs with a speed of 45 km / hr. what time will it take to pass a platform of 390 m long ?
Options: a. 38 sec, b. 35 sec, c. 44 sec, d. 40 sec, e. 60 sec
Output: e
Problem: a sum of money is to be distributed among a, b, c, d in the proportion of 5: 2: 4: 3. if c gets rs. 500 more than d, what is a ' s share ?
Options: a. rs. 2500, b. rs. 1000, c. rs. 1500, d. rs. 2000, e. none
Output: a
Problem: a certain high school has 500 students. of these students, 50 are taking music, 20 are taking art, and 10 are taking both music and art. how many students are taking neither music nor art ?
Options: a. 430, b. 440, c. 450, d. 460, e. 470
Output: b
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
Problem: the ratio between b and y is 7 / 9; b and y are increased by 4, what is the ratio between the new values of b and y ?
Options: a. 7 / 9, b. 14 / 9, c. 7 / 18, d. 11 / 13, e. it can not be determined
Output: e
Problem: the difference between simple interest and compound interest on rs. 1200 for one year at 10 % per annum reckoned half yearly is
Options: a. 2, b. 7, c. 3, d. 0, e. 8
Output: b
Problem: a woman can do a piece of work in 40 days. man is 25 % more efficient than woman. in how many days a man can do the same piece of work ?
Options: a. 32 days, b. 36 days, c. 38 days, d. 40 days, e. 53 days
Output: a
Problem: if a ^ 2 + b ^ 2 = 144 and ab ≠ 0, then the greatest possible value for b is between
Options: a. 16 and 13, b. 12 and 3, c. 11 and 4, d. 10 and 5, e. 9 and 6
Output: b
Problem: the ratio between the present ages of a and b is 3.5: 3 respectively. the ratio between a ' s age 4 years ago and b ' s age 4 years hence is 1: 1. what is the ratio between a ' s age 4 years hence and b ' s age 4 years ago ?
Options: a. 14: 4, b. 13: 0, c. 15: 11, d. 13: 12, e. 13: 17
Output: c
Problem: ram, who is half as efficient as krish, will take 21 days to complete a task if he worked alone. if ram and krish worked together, how long will they take to complete the task ?
Options: a. 16 days, b. 12 days, c. 8 days, d. 7 days, e. 18 days
Output: d
Problem: calculate the l. c. m of 7 / 10, 8 / 9, 3 / 8, 5 / 12 is :
Options: a. 840, b. 70, c. 740, d. 140, e. 940
Output: a
Problem: a circular mat with diameter 18 inches is placed on a square tabletop, each of whose sides is 24 inches long. which of the following is closest to the fraction of the tabletop covered by the mat ?
Options: ['a. 5 / 12', 'b. 3 / 5', 'c. 1 / 2', 'd. 3 / 8', 'e. 5 / 6']
Output: d
Problem: a man swims downstream 36 km and upstream 18 km taking 3 hours each time, what is the speed of the man in still water ?
Options: a. 7, b. 8, c. 9, d. 2, e. 4
Output: c
Problem: the cash realised on selling a 14 % stock is rs. 109.25, brokerage being 1 / 4 % is ?
Options: a. 366, b. 106, c. 102, d. 109, e. 122
Output: d
Problem: the price of maruti car rises by 30 percent while the sales of the car come down by 20 %. what is the percentage change in the total revenue ?
Options: a. - 4 %, b. - 2 %, c. + 4 %, d. + 2 %, e. none of these
Output: c
Problem: if p and q are positive integers each greater than 1, and 17 ( p + 1 ) = 21 ( q + 1 ), what is the least possible value of p + q ?
Options: a. 36, b. 42, c. 44, d. 46, e. none
Output: a
Problem: the ratio of a to b is 4 to 5, where a and b are positive. if x equals a increased by 25 percent of a, and m equals b decreased by 60 percent of b, what is the value of m / x ?
Options: a. 1 / 3, b. 2 / 5, c. 3 / 4, d. 3 / 2, e. 2 / 3
Output: b
Problem: two numbers are in the ratio 3: 4. if their l. c. m. is 84. what is sum of the numbers ?
Options: a. 49, b. 56, c. 76, d. 84, e. 85
Output: a
Problem: three rugs have a combined area of 212 square meters. by overlapping the rugs to cover floor area of 140 square meters, the area that is covered by exactly two layers of rug is 24 square meters. what is the area that is covered with three layers of rug ?
Options: a. 18 square meters, b. 20 square meters, c. 24 square meters, d. 28 square meters, e. 30 square meters
Output: c
Problem: when 2 / 9 of the votes on a certain resolution have been counted, 3 / 4 of those counted are in favor of the resolution. what fraction q of the remaining votes must be against the resolution so that the total count will result in a vote of 2 to 1 against the resolution ?
Options: a. 11 / 14, b. 13 / 18, c. 4 / 7, d. 3 / 7, e. 3 / 14
Output: a
Problem: for 2 consecutive yrs, my incomes are in the ratio of 4: 7 and expenses in the ratio of 3: 5. if my income in the 2 nd yr is rs. 42000 & my expenses in the first yr in rs. 20000, my total savings for the two - year is
Options: a. s. 8000, b. s. 9000, c. s. 9900, d. s. 9990, e. s. 11000
Output: e
Problem: tim came second in math. when his mother asked him how much he had scored, he answered that he got the sum of the first 12 even numbers. his mother immediately worked out the answer. how much had he scored in math ?
Options: a. 156, b. 146, c. 158, d. 187, e. 160
Output: a
Problem: during a certain season, a team won 70 percent of its first 100 games and 50 percent of its remaining games. if the team won 70 percent of its games for the entire season, what was the total number of games that the team played ?
Options: a. 180, b. 170, c. 156, d. 150, e. 100
Output: e
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
Problem: if x 2 + kx - 3, is divisible by ( x - 1 ), what is the value of k
Options: a. - 1, b. 1, c. 2, d. - 1, e. 0
Output: c
Problem: if ( x - 10 ) ( y - 5 ) ( z - 2 ) = 1000 then what is the least value of x + y + z ? if x, y, z are all integer no.
Options: a. 7, b. 8, c. 9, d. 10, e. 11
Output: a
Problem: 0.002 x 0.4 = ?
Options: a. 8.0, b. 0.008, c. 0.08, d. 0.8, e. 0.0008
Output: e
Problem: for what value of x, is | x – 2 | + | x + 5 | + | x | = 17 ?
Options: a. 0, b. 3, c. - 3, d. 5, e. - 5
Output: d
Problem: a can run 4 times as fast as b and gives b a start of 60 m. how long should the race course be so that a and b might reach in the same time ?
Options: a. 70 m, b. 60 m, c. 80 m, d. 65 m, e. 75 m
Output: c
Problem: a train 175 m long, running with a speed of 63 km / hr will pass a tree in ?
Options: a. 22 sec, b. 16 sec, c. 17 sec, d. 88 sec, e. 10 sec
Output: e
Problem: an 80 - liter solution of cool - drink is made from 10 % jasmine water. if 8 liters of jasmine and 12 liters of water were added to the solution, what percent of the solution is jasmine ?
Options: a. 12 %, b. 14 %, c. 16 %, d. 18 %, e. 20 %
Output: c
Problem: what is the sum of all the multiples of 10 between 0 and 99 ?
Options: a. 500, b. 620, c. 450, d. 340, e. 440
Output: c
Problem: the length of rectangle is thrice its breadth and its perimeter is 120 m, find the area of the rectangle ?
Options: a. 432 sq m, b. 356 sq m, c. 452 sq m, d. 428 sq m, e. 675 sq m
Output: e
Problem: an article is bought for rs. 805 and sold for rs. 900, find the gain percent ?
Options: a. 12.8 %, b. 17.8 %, c. 15.8 %, d. 11.8 %, e. 14.8 %
Output: d
Problem: at an upscale fast - food restaurant, shin can buy 3 burgers, 7 shakes, and one cola for $ 120. at the same place it would cost $ 164.50 for 4 burgers, 10 shakes, and one cola. how much would it cost for a meal of one burger, one shake, and one cola ?
Options: a. $ 21, b. $ 27, c. $ 31, d. $ 41, e. it can not be determined
Output: c
Problem: 65 % of x = 20 % of 682.50. find the value of x ?
Options: a. 100, b. 210, c. 150, d. 180, e. 199
Output: b
Problem: a palindrome is a number that reads the same front - to - back as it does back - to - front ( e. g. 202, 575, 1991, etc. ) p is the smallest integer greater than 200 that is both a prime and a palindrome. what is the sum of the digits of p ?
Options: a. 3, b. 4, c. 5, d. 6, e. 7
Output: e
Problem: a car gets 40 kilometers per gallon of gasoline. how many gallons of gasoline would the car need to travel 120 kilometers ?
Options: a. 4.5, b. 5.5, c. 6.5, d. 3, e. 8.5
Output: d
Problem: a ranch has both horses and ponies. exactly 5 / 7 of the ponies have horseshoes, and exactly 2 / 3 of the ponies with horseshoes are from iceland. if there are 4 more horses than ponies, what is the minimum possible combined number of horses and ponies on the ranch ?
Options: a. 34, b. 38, c. 42, d. 46, e. 50
Output: d
Problem: a fruit seller had some oranges. he sells 40 % oranges and still has 420 oranges. how many oranges he had originally ?
Options: a. 420, b. 700, c. 220, d. 400, e. none of these
Output: b
Problem: if x ^ 2 + y ^ 2 = 16 and xy = 3, then ( x − y ) ^ 2 =
Options: a. 8, b. 11, c. 10, d. 17, e. 20
Output: c
Problem: on the first day of her vacation, louisa traveled 160 miles. on the second day, traveling at the same average speed, she traveled 280 miles. if the 160 - mile trip took 3 hours less than the 280 - mile trip, what was the average speed, in miles per hour ?
Options: a. 40, b. 45, c. 46, d. 48, e. 50
Output: a
Problem: evaluate: | 5 - 8 ( 3 - 12 ) | - | 5 - 11 | = ?
Options: a. 40, b. 50, c. 60, d. 71, e. 80
Output: d
Problem: a 10 % stock yielding 8 % is quoted at ?
Options: a. 125, b. 170, c. 175, d. 180, e. 185
Output: a
Problem: what is the sum of natural numbers between 30 and 100
Options: a. 4615, b. 4860, c. 5000, d. 5500, e. 5550
Output: a
Problem: what is the least value of x. so that 4 x 569 is divisible by 3 ?
Options: a. 2, b. 5, c. 1, d. 0, e. 7
Output: d
Problem: if a trader sold two cars each at rs. 325475 and gains 12 % on the first and loses 12 % on the second, then his profit or loss percent on the whole is ?
Options: a. 1.44 %, b. 1.43 %, c. 1.34 %, d. 4.44 %, e. 1.74 %
Output: a
Problem: i flew my tiny seaplane to visit my mother. on the flight up, i flew at 96 mph. on the way home, i flew 88 mph. what was my average speed for the trip ?
Options: a. 198 mph, b. 110 mph, c. 92 mph, d. 100 mph, e. 99 mph
Output: c
Problem: find the area of trapezium whose parallel sides are 20 cm and 18 cm long, and the distance between them is 20 cm ?
Options: a. 827 cm 2, b. 380 cm 2, c. 285 cm 2, d. 178 cm 2, e. 176 cm 2
Output: b
Problem: if x < y < z and y - x > 11, where x is an even integer and y and z are odd integers, what is the least possible value of z - x ?
Options: a. 6, b. 7, c. 8, d. 9, e. 15
Output: e
Problem: find k if 24 / k = 4.
Options: a. 6, b. 7, c. 8, d. 4, e. 3
Output: a
Problem: a merchandise feedback online portal accords ‘ ratings ’ to a product by recording the percentage of customers who have reported their views as either ‘ satisfied ’ or ‘ unsatisfied ’ only. the portal rounds off the exact percentage value calculated to the closest integral value. if the percentage of unsatisfied customers as recorded by the portal is 57 %, what is the least possible number of people that could have reported their views as ‘ satisfied ’ ?
Options: a. 2, b. 3, c. 12, d. 43, e. 57
Output: b
Problem: a bag consists of 30 marbles, of which 5 are blue, 9 are red, and the remainder are white. if lisa is to select a marble from the bag at random, what is the probability that the marble will be red or white ?
Options: a. 5 / 6, b. 2 / 4, c. 1 / 4, d. 1 / 8, e. 1 / 16
Output: a
Problem: the sides of a cube are in the ratio of 1: 2 the ratio of their volumes is ?
Options: a. 1: 2, b. 1: 4, c. 1: 8, d. 2: 1, e. 2: 4
Output: c
Problem: what is the least value of x, so that 23 x 57 is divisible by 3
Options: a. 2, b. 0, c. 1, d. 3, e. 4
Output: c
Problem: a present value of a machine is $ 1000. its value depletiation rate is 10 % per annum then find the machine value after 2 years ?
Options: a. $ 900, b. $ 810, c. $ 915, d. $ 715, e. $ 795
Output: b
Problem: in a certain school, 20 % of students are below 8 years of age. the number of students above 8 years of age is 2 / 3 of the number of students of 8 years of age which is 48. what is the total number of students in the school ?
Options: a. 72, b. 80, c. 120, d. 100, e. 150
Output: d
Problem: to produce an annual income of rs. 1200 from a 15 % stock at 90, the amount of stock needed is :
Options: a. s. 10,000, b. s. 10,800, c. s. 14,400, d. s. 16,000, e. s. 46,000
Output: a
Problem: a and b began business with rs. 3000 and rs. 4000 after 8 months, a withdraws rs. 1000 and b advances rs. 1000 more. at the end of the year, their profits amounted to rs. 756 find the share of a.
Options: a. 240, b. 388, c. 288, d. 277, e. 122
Output: c
Problem: what is 2 2 / 3 - 1 1 / 4 divided by 1 / 2 - 1 / 3 ?
Options: a. 17 / 36, b. 36 / 17, c. 17 / 6, d. 17 / 2, e. 51 / 4
Output: d
Problem: 100 people are attending a newspaper conference. 35 of them are writers and more than 38 are editors. of the people at the conference, x are both writers and editors and 2 x are neither. what is the largest possible number of people who are both writers and editors ?
Options: a. 21, b. 26, c. 28, d. 30, e. 32
Output: b
Problem: there are 4 people of different heights standing in order of increasing height. the difference is 2 inches between the first person and the second person, and also between the second person and the third person. the difference between the third person and the fourth person is 6 inches and the average height is 78. how tall is the fourth person ?
Options: a. 82, b. 84, c. 86, d. 88, e. 90
Output: b