niryuu/sni-each-converted huggingface dataset:
Problem: after decreasing 24 % in the price of an article costs rs. 684. find the actual cost of an article ?
Options: a. 218, b. 777, c. 900, d. 2688, e. 1991
Output: c
Problem: a man takes twice as long to row a distance against the stream as to row the same distance in favour of the stream. the ratio of the speed of the boat in still water and stream is
Options: a. 3: 1, b. 1: 3, c. 2: 4, d. 4: 2, e. none of these
Output: a
Problem: ritesh and co. generated revenue of rs. 1,600 in 2006. this was 12.5 % of its gross revenue. in 2007, the gross revenue grew by rs. 2,500. what is the percentage increase in the revenue in 2007 ?
Options: a. 12.5 %, b. 19.53 %, c. 25 %, d. 50 %, e. none of these
Output: b
Problem: the average ( arithmetic mean ) of the integers from 100 to 400, inclusive, is how much greater than the average of the integers from 50 to 250, inclusive ?
Options: a. 100, b. 175, c. 200, d. 125, e. 300
Output: a
Problem: a tourist does not have to pay tax on the first $ 600 of goods he purchases in country b, but does have to pay a 11 percent tax on the portion of the total value that is in excess of $ 600. what tax must be paid by a tourist if he buys goods with a total value of $ 1720 ?
Options: a. $ 54.00, b. $ 64.80, c. $ 90.00, d. $ 100.80, e. $ 123.20
Output: e
Problem: how much is 60 % of 40 is greater than 4 / 5 of 30 ?
Options: a. 8, b. 3, c. 7, d. 0, e. 1
Output: d
Problem: a train speeds past a pole in 22 seconds and a platform 140 m long in 33 seconds. its length is ?
Options: a. 280, b. 260, c. 300, d. 290, e. 270
Output: a
Problem: find the greatest number which on dividing 6215 and 7373, leaves a reminder of 23 and 29 respectively
Options: a. 125, b. 127, c. 129, d. 131, e. 144
Output: e
Problem: an urn contains 5 red, 6 blue and 8 green balls. 3 balls are randomly selected from the urn, find the probability that the drawn ball are blue ?
Options: a. 20 / 969, b. 20 / 875, c. 21 / 876, d. 3 / 512, e. 2 / 9
Output: a
Problem: the pinedale bus line travels at an average speed of 60 km / h, and has stops every 5 minutes along its route. yahya wants to go from his house to the pinedale mall, which is 8 stops away. how far away, in kilometers, is pinedale mall away from yahya ' s house ?
Options: a. 20 km, b. 30 km, c. 40 km, d. 50 km, e. 60 km
Output: c
Problem: the sum of ages of 5 children born at the intervals of 2 years each is 55 years. what is the age of the youngest child ?
Options: a. 4, b. 7, c. 6, d. 9, e. 8
Output: b
Problem: what is the probability of getting a sum 9 from two throws of dice.
Options: a. 1 / 3, b. 1 / 9, c. 1 / 12, d. 2 / 9, e. none of these
Output: b
Problem: two equally sized jugs full of water are each emptied into two separate unequally sized empty jugs, x and y. now, jug x is 1 / 5 full, while jug y is 4 / 7 full. if water is poured from jug x into jug y until jug y is filled, what fraction of jug x then contains water ?
Options: a. 0, b. 1 / 15, c. 2 / 15, d. 1 / 20, e. 2 / 10
Output: d
Problem: two goods trains each 820 m long are running in opposite directions on parallel tracks. their speeds are 45 km / hr and 30 km / hr respectively. find the time taken by the slower train to pass the driver of the faster one ?
Options: a. 228, b. 27.32, c. 76.6, d. 78.72, e. 21
Output: d
Problem: 20 beavers, working together in a constant pace, can build a dam in 3 hours. how many hours c will it take 12 beavers that work at the same pace, to build the same dam ?
Options: a. 2., b. 4., c. c = 5., d. c = 6., e. 8.
Output: c
Problem: indu gave bindu rs. 1875 on compound interest for 2 years at 4 % per annum. how much loss would indu has suffered had she given it to bindu for 2 years at 4 % per annum simple interest ?
Options: a. s. 10, b. s. 2, c. s. 5, d. s. 3, e. s. 4
Output: d
Problem: how many integers are between 7 and 57 / 4, inclusive ?
Options: a. 4, b. 5, c. 7, d. 8, e. 10
Output: d
Problem: a bottle contains a certain solution. in the bottled solution, the ratio of water to soap is 3: 4, and the ratio of soap to salt is five 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. 9: 32, b. 9: 30, c. 32: 9, d. 19: 32, e. 18: 30
Output: a
Problem: 3 / 5 * [ ( 2 / 3 + 3 / 8 ) / 2 ] - 1 / 16 =
Options: a. 1 / 4, b. 19 / 16, c. 15 / 16, d. 9 / 13, e. 0
Output: a
Problem: steve traveled the first 2 hours of his journey at 40 mph and the last 3 hours of his journey at 100 mph. what is his average speed of travel for the entire journey ?
Options: a. 60 mph, b. 56.67 mph, c. 53.33 mph, d. 64 mph, e. 76 mph
Output: e
Problem: each of the cucumbers in 100 pounds of cucumbers is composed of 99 % water, by weight. after some of the water evaporates, the cucumbers are now 93 % water by weight. what is the new weight of the cucumbers, in pounds ?
Options: a. 2, b. 15, c. 92, d. 96, e. 98
Output: b
Problem: the cost of the paint is rs. 50 per kg. if 1 kg of paint covers 20 sq. ft, how much will it cost to paint outside of a cube having 20 feet each side
Options: a. rs. 962, b. rs. 6000, c. rs. 546, d. rs. 876, e. none of these
Output: b
Problem: a man can row downstream at 25 kmph and upstream at 15 kmph. find the time to reach a destination point at a distance of 50 km along the downstream.
Options: a. 4 hrs., b. 1 hrs., c. 3 hrs., d. 2 hrs., e. 2 1 / 2 hrs.
Output: d
Problem: a train is 360 meter long is running at a speed of 45 km / hour. in what time will it pass a bridge of 160 meter length ?
Options: a. 11 seconds, b. 41.6 seconds, c. 40 seconds, d. 88 seconds, e. 19 seconds
Output: b
Problem: the ratio of three numbers is 1: 2: 3 and the sum of their squares is 2016. the sum of the numbers is ?
Options: a. a. 10, b. b. 12, c. c. 15, d. d. 14, e. e. 9
Output: b
Problem: a certain airline ' s fleet consisted of 90 type a planes at the beginning of 1980. at the end of each year, starting with 1980, the airline retired 3 of the type a planes and acquired 4 new type b plans. how many years did it take before the number of type a planes left in the airline ' s fleet was less than 50 percent of the fleet ?
Options: a. 11, b. 12, c. 13, d. 14, e. 15
Output: c
Problem: john makes $ 60 a week from his job. he earns a raise andnow makes $ 78 a week. what is the % increase ?
Options: a. 16.12 %, b. 16.66 %, c. 30 %, d. 17.66 %, e. 18.1 %
Output: c
Problem: what is the perimeter of a square field whose diagonal is 8 â ˆ š 2 ?
Options: a. 64 m, b. 32 m, c. 30 m, d. 16 m, e. 18 m
Output: b
Problem: a jogger running at 9 km / hr along side a railway track is 250 m ahead of the engine of a 120 m long train running at 45 km / hr in the same direction. in how much time will the train pass the jogger ?
Options: a. 37 sec, b. 89 sec, c. 36 sec, d. 87 sec, e. 45 sec
Output: a
Problem: find the simple interest on $ 1000 for 3 years at 10 % per annum ?
Options: a. $ 250, b. $ 300, c. $ 500, d. $ 600, e. $ 1000
Output: b
Problem: two pipes a and b can separately fill a cistern in 60 minutes and 75 minutes respectively. there is a third pipe in the bottom of the cistern to empty it. if all the three pipes are simultaneously opened, then the cistern is full in 50 minutes. in how much time, the third pipe alone can empty the cistern ?
Options: a. 90 min, b. 100 min, c. 110 min, d. 120 min, e. 130 min
Output: b
Problem: of the 20,210 employees of the anvil factory, 2 / 7 are journeymen. if half of the journeymen were laid off, what percentage of the total remaining employees would be journeymen ?
Options: a. 14.3 %, b. 16.67 %, c. 33 %, d. 28.6 %, e. 49.67 %
Output: e
Problem: if jimmy drinks 8 ounces of water each time for 8 times a day. how much gallons of water he would have to prepare ahead to drink for 5 days ? ( 1 ounce = 0.0078125 gallon )
Options: a. 1, b. 1.5, c. 2, d. 2.5, e. 3
Output: d
Problem: 100 people are attending a newspaper conference. 45 of them are writers and more than 36 are editors. of the people at the conference, x are both writers and editors and 2 x are neither. what is the largest possible number of people who are both writers and editors ?
Options: a. 26, b. 24, c. 18, d. 20, e. 22
Output: c
Problem: two trains, a and b, started simultaneously from opposite ends of a 120 - mile route and traveled toward each other on parallel tracks. train a, traveling at a constant rate, completed the 120 - mile trip in 6 hours; train b, traveling at a constant rate, completed the 120 - mile trip in 4 hours. how many miles had train a traveled when it met train b ?
Options: a. 28, b. 36, c. 48, d. 50, e. 54
Output: c
Problem: if a speaks the truth 55 % of the times, b speaks the truth 60 % of the times. what is the probability that they tell the truth at the same time
Options: a. 0.29, b. 0.33, c. 0.41, d. 0.482, e. 0.411
Output: b
Problem: the closest approximation of ( 69.28 × 0.004 ) / 0.03 is
Options: a. 0.092, b. 0.92, c. 9.2, d. 92, e. 920
Output: c
Problem: to complete a work a and b takes 8 days, b and c takes 12 days, a, b and c takes 6 days. how much time a and c will take
Options: a. 24 days, b. 16 days, c. 12 days, d. 8 days, e. none of these
Output: d
Problem: 16 is divided into two parts in such a way that seventh part of first and ninth part of second are equal. find the smallest part ?
Options: a. 14, b. 12, c. 11, d. 8, e. 7
Output: e
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 34 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. 3, b. 4, c. 5, d. 6, e. 8
Output: b
Problem: if log 2 x - 5 log x + 6 = 0, then what would the value / values of x be ?
Options: a. 5.3296, b. 6.3296, c. 7.3296, d. 8.3296, e. 9.3296
Output: a
Problem: the salary of a person was reduced by 25 %. by what percent should his reduced salary be raised so as to bring it at par with his original salary ?
Options: a. 10 %, b. 33.33 %, c. 20 %, d. 25 %, e. 50 %
Output: b
Problem: if a light flashes every 6 seconds, how many times will it flash in 1 / 3 of an hour ?
Options: a. 101, b. 201, c. 301, d. 401, e. 501
Output: b
Problem: if ( x + 1 ) ( x + 3 ) = x ^ 2 + x, what is a possible value of x ?
Options: a. 2, b. 3, c. - 1 / 3, d. - 3, e. - 1
Output: e
Problem: a company recently conducted a survey and found that 20,000 of its customers live in rural areas. if the number of customers who live in urban areas is 100 percent greater than the number of customers who live in rural areas, how many customers live in urban areas ?
Options: a. 40,000, b. 45,000, c. 50,000, d. 55,000, e. 60,000
Output: a
Problem: as a treat for her two children, a mother runs to the freezer in which she has 3 cherry ice pops, 4 orange ice pops, and 4 lemon ice pops. she chooses two at random to bring outside to the children, but realizes as she runs out the door that she can not bring them different flavors without one being jealous of the other and getting even more upset. what is the probability that she has to return to the freezer to make sure that they each receive the same flavor ?
Options: a. 3 / 5, b. 5 / 7, c. 8 / 11, d. 11 / 15, e. 13 / 20
Output: c
Problem: john traveled 80 % of the way from yellow - town to green - fields by train at an average speed of 80 miles per hour. the rest of the way john traveled by car at an average speed of v miles per hour. if the average speed for the entire trip was 70 miles per hour, what is v in miles per hour ?
Options: a. 30, b. 40, c. 50, d. 55, e. 60
Output: e
Problem: a rectangular plot measuring 90 metres by 50 metres is to be enclosed by wire fencing. if the poles of the fence are kept 10 metres apart, how many poles will be needed ?
Options: a. 28, b. 56, c. 57, d. 58, e. none of these
Output: a
Problem: if in a race of 80 m, a covers the distance in 20 seconds and b in 25 seconds, then a beats b by :
Options: a. 16 m, b. 18 m, c. 15 m, d. 14 m, e. 11 m
Output: a
Problem: when two dice are rolled, what is the probability that the sum of the two numbers is 6 ?
Options: a. 1 / 9, b. 5 / 36, c. 1 / 3, d. 2 / 36, e. none of the above
Output: b
Problem: two trains start from a & b and travel towards each other at speed of 50 kmph and 60 kmph resp. at the time of the meeting the second train has traveled 100 km more than the first. the distance between them.
Options: a. 800 km, b. 900 km, c. 1000 km, d. 1100 km, e. 1200 km
Output: d
Problem: a dog takes 5 leaps for every 7 leaps of a hare. if one leap of the dog is equal to 3 leaps of the hare, the ratio of the speed of the dog to that of the hare is :
Options: a. 16: 7, b. 15: 7, c. 20: 7, d. 7: 15, e. 14: 7
Output: b
Problem: if x < y < z and y - x > 5, where x is an even integer and y and z are odd integers, what is the least possible value a of z - x ?
Options: a. 6, b. 7, c. 8, d. 9, e. 10
Output: d
Problem: 0.1 + ( 0.1 ) ^ 2 + ( 0.1 ) ^ 3 =
Options: a. 0.1, b. 0.111, c. 0.1211, d. 0.2341, e. 0.3
Output: b
Problem: a train 360 m long runs with a speed of 45 km / hr. what time will it take to pass a platform of 140 m long ?
Options: a. 38 sec, b. 35 sec, c. 44 sec, d. 40 sec, e. 48 sec
Output: d
Problem: convert the 17 / 36 m / s into kilometers per hour ?
Options: a. 1.7, b. 1.5, c. 1.3, d. 1.1, e. 1.2
Output: a
Problem: two guys a and b leave point a and point b simultaneously and travel towards point b and point a on the same route at their respective constant speeds. they meet along the route and immediately proceed to their respective destinations in 32 minutes and 50 minutes respectively. how long will b take to cover the entire journey between point b and point a ?
Options: a. 65, b. 90, c. 70, d. 75, e. 80
Output: b
Problem: in what time will a train 140 m long cross an electric pole, it its speed be 190 km / hr ?
Options: a. 2.6 sec, b. 2.9 sec, c. 2.7 sec, d. 8.7 sec, e. 8.5 sec
Output: a
Problem: if 63 percent of a class answered the first question on a certain test correctly, 50 percent answered the second question on the test correctly, and 20 percent answered neither of the questions correctly, what percent answered both correctly ?
Options: a. 24 %, b. 27 %, c. 30 %, d. 33 %, e. 36 %
Output: d
Problem: the area of a square garden is a square feet and the perimeter is p feet. if a = 2 p + 26.25, what is the perimeter of the garden, in feet ?
Options: a. 28, b. 36, c. 40, d. 42, e. 64
Output: d
Problem: for the past n days, the average ( arithmetic mean ) daily production at a company was 50 units. if today ' s production of 95 units raises the average to 55 units per day, what is the value of n ?
Options: a. 6, b. 7, c. 8, d. 9, e. 10
Output: c
Problem: how many seconds will a 300 m long train take to cross a man walking with a speed of 3 km / hr in the direction of the moving train if the speed of the train is 63 km / hr ?
Options: a. 12 sec, b. 30 sec, c. 86 sec, d. 15 sec, e. 18 sec
Output: e
Problem: by investing in 1623 % stock at 64, one earns rs. 1600. the investment made is
Options: a. s. 9600, b. s. 7500, c. s. 5640, d. s. 6144, e. s. 6760
Output: d
Problem: abcd is a parallelogram. bd = 2. the angles of triangle bcd are all equal. what is the perimeter of the parallelogram ?
Options: ['a. 12', 'b. 9 √ 3', 'c. 9', 'd. 8', 'e. 3 √ 3']
Output: d
Problem: the number 42 can be written as the sum of the squares of 3 different positive integers. what is the sum of these 3 integers ?
Options: a. 17, b. 10, c. 15, d. 14, e. 13
Output: b
Problem: if the price of petrol increases by 40, by how much must a user cut down his consumption so that his expenditure on petrol remains constant ?
Options: a. 25 %, b. 20 %, c. 16.67 %, d. 28.6 %, e. none of these
Output: d
Problem: how many factors does 36 ^ 2 have ?
Options: a. 2, b. 8, c. 24, d. 25, e. 26
Output: d
Problem: the average of 6 no. ' s is 3.95. the average of 2 of them is 3.8, while the average of theother 2 is 3.85. what is the average of the remaining 2 no ' s ?
Options: a. 4.2, b. 4.4, c. 4.6, d. 5.6, e. 5.7
Output: a
Problem: 14 times a number gives 210. the number is
Options: a. 11, b. 12, c. 15, d. none, e. can not be determined
Output: c
Problem: the average of 7 numbers is 24. if each number be multiplied by 5. find the average of new set of numbers ?
Options: a. 110, b. 122, c. 120, d. 125, e. 145
Output: c
Problem: a cycle is bought for rs. 900 and sold for rs. 1080, find the gain percent ?
Options: a. 27 %, b. 20 %, c. 25 %, d. 40 %, e. 28 %
Output: b
Problem: excluding stoppages, the speed of a train is 45 kmph and including stoppages it is 30 kmph. of how many minutes does the train stop per hour ?
Options: a. a. 5, b. b. 10, c. c. 20, d. d. 30, e. e. 40
Output: c
Problem: if rs. 544 be divided among a, b, c in such a way that a gets 2 / 3 of what b gets and b gets 1 / 4 of what c gets, then their shares are respectively ?
Options: a. s. 300, b. s. 360, c. s. 389, d. s. 384, e. s. 323
Output: d
Problem: m = { - 6, - 5, - 4, - 3, - 2 } t = { - 3, - 2, - 1, 0, 1, 2, 3, 4 } if an integer is to be randomly selected from set m above and an integer is to be randomly selected from set t above, what is the probability that the product of the two integers will be negative ?
Options: a. 0, b. 1 / 3, c. 2 / 5, d. 1 / 2, e. 3 / 5
Output: d
Problem: a 300 m long train crosses a platform in 48 sec while it crosses a signal pole in 18 sec. what is the length of the platform ?
Options: a. 500, b. 350, c. 828, d. 277, e. 122
Output: a
Problem: the average age of 8 men increases by 2 years when two women are included in place of two men of ages 20 and 22 years. find the average age of the women ?
Options: a. 87, b. 98, c. 30, d. 29, e. 37
Output: d
Problem: a tank contains 7,000 gallons of a solution that is 5 percent sodium chloride by volume. if 2,500 gallons of water evaporate from the tank, the remaining solution will be approximately what percent sodium chloride ?
Options: a. 4.77 %, b. 5.77 %, c. 6.77 %, d. 7.77 %, e. 8.77 %
Output: d
Problem: if 20 % of x is 15 less than 15 % of 1500, then x is ?
Options: a. 872, b. 738, c. 837, d. 840, e. 1050
Output: e
Problem: a certain fraction is equivalent to 2 / 5. if the numerator of the fraction is increased by 4 and the denominator is doubled, the new fraction is equivalent to 1 / 3. what is the difference of the numerator and denominator of the original fraction ?
Options: a. 49, b. 9, c. 28, d. 26, e. 21
Output: b
Problem: the average of numbers 0.34204, 0.34203, 0.34202 and 0.34201 is ?
Options: a. 0.34202, b. 0.34204, c. 0.342022, d. 0.342025, e. none
Output: d
Problem: what is the total number of integers between 10 and 100 ( exclusive. that are divisible by 7 ?
Options: a. 10, b. 13, c. 15, d. 12, e. 11
Output: b
Problem: if the average of 5 positive integers is 70 and the difference between the largest and the smallest of these 5 numbers is 10, what is the maximum value possible for the largest of these 5 integers ?
Options: a. 50, b. 52, c. 69, d. 78, e. 84
Output: d
Problem: a rectangular photograph is surrounded by a border that is 3 inch wide on each side. the total area of the photograph and the border is m square inches. if the border had been 6 inches wide on each side, the total area would have been ( m + 178 ) square inches. what is the perimeter of the photograph, in inches ?
Options: a. 34, b. 36, c. 38, d. 40, e. 20
Output: e
Problem: the two lines y = x and x = - 4 intersect on the coordinate plane. if z represents the area of the figure formed by the intersecting lines and the x - axis, what is the side length e of a cube whose surface area is equal to 6 z ?
Options: a. e = 16, b. e = 8 √ 2, c. e = 8, d. e = 2 √ 2, e. ( √ 2 ) / 3
Output: d
Problem: two numbers are in the ratio 3: 5. if 9 be subtracted from each, they are in the ratio of 1: 2. the first number is :
Options: a. a. 27, b. b. 98, c. c. 34, d. d. 35, e. e. 62
Output: a
Problem: what number times ( 1 ⁄ 6 ) ^ 2 will give the value of 6 ^ 3 ?
Options: a. 6, b. 36, c. 216, d. 1296, e. 7776
Output: e
Problem: a can contains a mixture of liquids a and b is the ratio 7: 5. when 18 litres of mixture are drawn off and the can is filled with b, the ratio of a and b becomes 7: 9. how many liter of liquid a was contained by the can initially ?
Options: a. 32, b. 52, c. 62, d. 42, e. 48
Output: d
Problem: angelo and isabella are both salespersons. in any given week, angelo makes $ 560 in base salary plus 8 percent of the portion of his sales above $ 1,000 for that week. isabella makes 10 percent of her total sales for any given week. for what amount of weekly sales would angelo and isabella earn the same amount of money ?
Options: a. 23,500, b. 24,000, c. 25,500, d. 26,500, e. 27,500
Output: b
Problem: a can do a piece of work in 16 days. when he had worked for 2 days b joins him. if the complete work was finished in 8 days. in how many days b alone can finish the work ?
Options: a. 18, b. 77, c. 66, d. 55, e. 12
Output: e
Problem: what is the normal price of an article sold at $ 72 after two successive discounts of 10 % and 20 % ?
Options: a. $ 92, b. $ 96, c. $ 100, d. $ 104, e. $ 108
Output: c
Problem: during a certain two - week period, 76 percent of the movies rented from a video store were comedies, and of the remaining movies rented, there were 5 times as many dramas as action movies. if no other movies were rented during that two - week period and there were a action movies rented, then how many comedies, in terms of a, were rented during that two - week period ?
Options: a. 16 a, b. 19 a, c. 17 a, d. 18 a, e. 20 a
Output: b
Problem: of the 200 stamps in a collection, 80 are foreign and 50 are more than 10 years old. if 20 stamps are both foreign and more than 10 years old, how many stamps are neither foreign nor more than 10 years old ?
Options: a. 60, b. 90, c. 100, d. 130, e. 150
Output: b
Problem: running at their respective constant rates, machine x takes 2 days longer to produce w widgets than machine y. at these rates, if the two machines together produce 5 / 4 w widgets in 3 days, how many days would it take machine x alone to produce 3 w widgets ?
Options: a. 4, b. 6, c. 18, d. 10, e. 12
Output: c
Problem: joe needs to paint all the airplane hangars at the airport, so he buys 360 gallons of paint to do the job. during the first week, he uses 1 / 4 of all the paint. during the second week, he uses 1 / 3 of the remaining paint. how many gallons of paint has joe used ?
Options: a. 18, b. 180, c. 175, d. 216, e. 250
Output: b
Problem: the cost of 2 chairs and 3 tables is rs. 1400. the cost of 3 chairs and 2 tables is rs. 1200. the cost of each table is more than that of each chair by ?
Options: a. 228, b. 287, c. 277, d. 188, e. 200
Output: e
Problem: if a truck is traveling at a constant rate of 108 kilometers per hour, how many seconds will it take the truck to travel a distance of 600 meters ? ( 1 kilometer = 1000 meters )
Options: a. 20, b. 24, c. 30, d. 36, e. 48
Output: a
Problem: if x + y = 4 and x 2 y 3 + y 2 x 3 = 36, what is the value of xy ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: d
Problem: what is the least number that should be added to 1054, so the sum of the number is divisible by 23 ?
Options: a. 1, b. 2, c. 3, d. 4, e. 5
Output: d
Problem: two bullet trains of equal lengths take 10 seconds and 12 seconds respectively to cross a telegraph post. if the length of each bullet train be 120 metres, in what time ( in seconds ) will they cross each other travelling in opposite direction ?
Options: a. 11 sec., b. 15 sec., c. 12 sec., d. 17 sec., e. 19 sec.
Output: a
Problem: if d is the standard deviation a, b, and c, what is the standard deviation of a + 6, b + 6, c + 6 ?
Options: a. d, b. 6 d, c. 6 d + 6, d. 6 d + 12, e. 6 d + 18
Output: a
Problem: 70 % of x is greater than 1 / 3 rd of x by 110. what is x ?
Options: a. 100, b. 200, c. 300, d. 350, e. 400
Output: c
Problem: eight machines, each working at the same constant rate, together can complete a certain job in 20 days. how many additional machines, each working at the same constant rate, will be needed to complete the job in 16 days ?
Options: a. 4, b. 6, c. 8, d. 10, e. 2
Output: e
Problem: in a competitive examination in state a, 6 % candidates got selected from the total appeared candidates. state b had an equal number of candidates appeared and 7 % candidates got selected with 80 more candidates got selected than a. what was the number of candidates appeared from each state ?
Options: a. 7000, b. 8000, c. 8800, d. 8900, e. 9000
Output: b
Problem: the sector of a circle has perimeter of 144 cm and central angle 180 o. find its radius ?
Options: a. 25 cm, b. 32 cm, c. 14 cm, d. 28 cm, e. 21 cm
Output: d
Problem: the dimensions of a room are 10 m x 7 m x 5 m. there are 2 doors and 3 windows in the room. the dimensions of the doors are 1 m x 3 m. one window is of size 2 m x 1.5 m and the other 2 windows are of size 1 m x 1.5 m. the cost of painting the walls at rs. 3 per sq m is ?
Options: a. rs. 229, b. rs. 429, c. rs. 129, d. rs. 474, e. rs. 111
Output: d
Problem: ravi and kavi start a business by investing â ‚ ¹ 2000 and â ‚ ¹ 72000, respectively. find the ratio of their profits at the end of year.
Options: a. 2: 36, b. 5: 36, c. 7: 36, d. 1: 36, e. 3: 36
Output: d
Problem: the owner of a furniture shop charges his customer 25 % more than the cost price. if a customer paid rs. 1000 for a computer table, then what was the cost price of the computer table ?
Options: a. 620, b. 400, c. 45, d. 500, e. 800
Output: e
Problem: a worker earns $ 20 on the first day and spends $ 15 on the second day. the worker earns $ 20 on the third day and spends $ 15 on the fourth day. if this pattern continues, on which day will the worker first reach a net total of $ 100 ?
Options: a. 30, b. 33, c. 35, d. 38, e. 40
Output: b
Problem: john makes $ 60 a week from his job. he earns a raise and now makes $ 100 a week. what is the % increase ?
Options: a. 16 %, b. 66.67 %, c. 17 %, d. 17.61 %, e. 17.56 %
Output: b
Problem: 6 men and 8 women can complete a work in 10 days. 26 men and 48 women can finish the same work in 2 days. 15 men and 20 women can do the same work in - days.
Options: a. 4 days, b. 6 days, c. 2 days, d. 8 days, e. 10 days
Output: a
Problem: a farmer has an apple orchard consisting of fuji and gala apple trees. due to high winds this year 10 % of his trees cross pollinated. the number of his trees that are pure fuji plus the cross - pollinated ones totals 153, while 3 / 4 of all his trees are pure fuji. how many of his trees are pure gala ?
Options: a. 22, b. 33, c. 55, d. 27, e. 88
Output: d
Problem: how long does a bus 100 m long traveling at 50 kmph takes to cross a bridge of 150 m in length ?
Options: a. 18, b. 16, c. 15, d. 11, e. 12
Output: a
Problem: a cistern 5 m long and 4 m wide contains water up to a depth of 1 m 25 cm. the total area of the wet surface is :
Options: a. 49 m 2, b. 42.5 m 2, c. 53.5 m 2, d. 55 m 2, e. 57 m 2
Output: b
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 50 paisa. if the share of y is rs. 63, what is the total amount ?
Options: a. 115, b. 273, c. 117, d. 118, e. 119
Output: b
Problem: find the value of 1 / ( 3 + 1 / ( 3 + 1 / ( 3 - 1 / 3 ) ) )
Options: a. 21 / 29, b. 27 / 89, c. 89 / 21, d. 29 / 21, e. none
Output: b
Problem: if a - b = 5 and a 2 + b 2 = 31, find the value of ab.
Options: a. 9, b. 2, c. 3, d. 7, e. 12
Output: c
Problem: if circles x and y have the same area and circle x has a circumference of 18 π, half of the radius of circle y is :
Options: a. 16, b. 4.5, c. 4, d. 2, e. 1
Output: b
Problem: the present population of a town is 2000. population increase rate is 20 % p. a. find the population of town after 1 years ?
Options: a. 1000, b. 2400, c. 1500, d. 1600, e. 1250
Output: b
Problem: the ratio of money with ram and gopal is 7: 17 and that with gopal and krishan is 7: 17. if ram has rs. 490, krishan has ?
Options: a. rs. 2890, b. rs. 2330, c. rs. 1190, d. rs. 1620, e. rs. 2680
Output: a
Problem: by selling an article for $ 195, a person gains $ 45. what is the gain % ?
Options: a. 25 %, b. 30 %, c. 50 %, d. 20 %, e. 10 %
Output: b
Problem: by selling an article at rs. 600, a profit of 60 % is made. find its cost price ?
Options: a. 228, b. 267, c. 375, d. 480, e. 811
Output: c
Problem: ray writes a two digit number. he sees that the number exceeds 4 times the sum of its digits by 3. if the number is increased by 18, the result is the same as the number formed by reversing the digits. find the number.
Options: a. 2, b. 5, c. 6, d. 7, e. 8
Output: b
Problem: how many 3 - digit integers between 311 and 401, exclusive, are divisible by 3 when the tens digit and the hundered digit are switched ?
Options: a. 30, b. 19, c. 22, d. 3, e. 90
Output: a
Problem: the length of a rectangle is reduced by 22 %. by what % would the width have to be increased to maintain the original area ?
Options: a. 14 %, b. 15 %, c. 28 %, d. 30 %, e. 35 %
Output: c
Problem: a can do a piece of work in 28 days and b alone can do it in 10 days. b works at it for 5 days and then leaves. a alone can finish the remaining work in
Options: a. 5 days, b. 6 days, c. 7.5 days, d. 14 days, e. 9 days
Output: d
Problem: if ( x + 3 ) ^ 2 / ( 3 x + 5 ) = 2, then the difference between the two possible values of x is :
Options: a. 2, b. 4, c. 6, d. 8, e. 10
Output: a
Problem: a train 110 m long is running with a speed of 90 km / h. in how many seconds will the train pass a man who is running at 9 km / h in the direction opposite to that in which the train is going ?
Options: a. 3, b. 4, c. 5, d. 6, e. 7
Output: b
Problem: the ratio between the length and the breadth of a rectangular park is 2: 3 if a man cycling along the boundary of the park at the speed of 10 km / hr completes one round in 18 min, then the area of the park ( in sq. m ) is ?
Options: a. 3000 m, b. 9000 m, c. 540000 m, d. 10000 m, e. 54000 m
Output: c
Problem: a car drives 60 miles on local roads at 20 mph, and 195 miles on the highway at 65 mph, what is the average speed of the entire trip ?
Options: a. 36 mph, b. 40 mph, c. 44 mph, d. 43 mph, e. 58 mph
Output: d
Problem: a number x is mistakenly divided by 10 instead of being multiplied by 10. what is the percentage error in the result ?
Options: a. - 99 %, b. - 100 %, c. + 99 %, d. + 100 %, e. none
Output: a
Problem: if x > 3000, then the value of ( 1.2 x ) / ( 0.5 x - 406 ) is closest to ?
Options: a. 1 / 6, b. 1 / 3, c. 10 / 21, d. 1 / 2, e. 3 / 1
Output: e
Problem: a room 5 m 55 cm long and 3 m 74 cm broad is to be paved with square tiles. find the least number of square tiles required to cover the floor ?
Options: a. 122, b. 123, c. 828, d. 122, e. 176
Output: e
Problem: a train passes a platform in 32 seconds. the same train passes a man standing on the platform in 20 seconds. if the speed of the train is 54 km / hr, the length of the platform is
Options: a. 180 meter, b. 240 meter, c. 200 meter, d. 260 meter, e. none of these
Output: a
Problem: the cost price of an book is 64 % of the marked price. calculate the gain percent after allowing a discount of 12 % ?
Options: a. 33 %, b. 28.02 %, c. 37.5 %, d. 30.5 %, e. 22 %
Output: c
Problem: how much water must be added to 64 litres of milk at 1 1 ⁄ 2 litres for 20 so as to have a mixture worth 10 2 ⁄ 3 a litre ?
Options: a. 16 litres, b. 12 litres, c. 15 litres, d. 18 litres, e. none of these
Output: a
Problem: the ratio between the length and the breadth of a rectangular park is 3: 2. if a man cycling along theoundary of the park at the speed of 12 km / hr completes one round in 8 min, then thearea of the park ( in sq. m ) is ?
Options: a. 124545 m, b. 134561 m, c. 156787 m, d. 15450 m, e. 153600 m
Output: e
Problem: 3 numbers are in the ratio 3: 5: 7. the largest number value is 70. find difference between smallest & largest number is ?
Options: a. 40, b. 45, c. 35, d. 30, e. 50
Output: a
Problem: in a 80 meters race a beats b by 56 m or 7 seconds. a ' s time over the course is :
Options: a. 3 seconds, b. 12 seconds, c. 10 seconds, d. 18 seconds, e. 28 seconds
Output: a
Problem: there are 5 people who can build 5 houses in just 5 days. increase the amount of people to 100. how long would it take these 100 people to build 100 houses ?
Options: a. 2 days, b. 3 days, c. 4 days, d. 5 days, e. 1 days
Output: d
Problem: the smallest number which when diminished by 2, is divisible by 12, 16, 18, 21 and 28 is
Options: a. 1008, b. 1010, c. 1022, d. 1032, e. 1043
Output: b
Problem: 45 workers work 8 hours to dig a hole 30 meters deep. how many extra workers should be hired to dig another hole 55 meters deep by working for 6 hours ?
Options: a. 50, b. 55, c. 60, d. 65, e. 70
Output: d
Problem: the length of the bridge, which a train 150 metres long and travelling at 54 km / hr can cross in 30 seconds, is ?
Options: a. 340 m., b. 350 m., c. 320 m., d. 330 m., e. 360 m.
Output: c
Problem: a train 700 m long is running at a speed of 78 km / hr. if it crosses a tunnel in 1 min, then the length of the tunnel is ?
Options: a. 288 m, b. 256 m, c. 600 m, d. 278 m, e. 287 m
Output: c
Problem: in a new housing development, trees are to be planted along the sidewalk of a certain street. each tree takes up one square foot of sidewalk space, and there are to be 12 feet between each tree. how many trees can be planted if the road is 157 feet long ?
Options: a. 8, b. 9, c. 10, d. 11, e. 13
Output: e
Problem: how many integers from 0 to 56, inclusive, have a remainder of 1 when divided by 3 ?
Options: a. 15, b. 16, c. 17, d. 18, e. 19
Output: e
Problem: a train 360 m long runs with a speed of 45 km / hr. what time will it take to pass a platform of 150 m long ?
Options: a. 38 sec, b. 35 sec, c. 44 sec, d. 40.8 sec, e. none of these
Output: d
Problem: the mean proportional between 4 and 16 is ?
Options: a. 12, b. 13, c. 14, d. 15, e. 16
Output: e
Problem: two brother x and y appeared for an exam. the probability of selection of x is 1 / 3 and that of b is 2 / 7. find the probability that both of them are selected.
Options: a. 2 / 69, b. 2 / 21, c. 2 / 23, d. 2 / 29, e. 2 / 10
Output: b
Problem: if a speaks the truth 60 % of the times, b speaks the truth 50 % of the times. what is the probability that at least one will tell the truth
Options: a. 0.8, b. 0.9, c. 1.0, d. 1.2, e. 1.3
Output: a
Problem: meena wrote all the numbers from 1 to 29,999 inclusive. how many digits did she write in total ?
Options: a. 118,889, b. 138,889, c. 159,889, d. 188,789, e. 188,989
Output: b
Problem: a box contains 22 electric bulbs, out of which 4 are defective. two bulbs are chosen at random from this box. the probability that at least one of these is defective is
Options: a. 4 / 19, b. 7 / 19, c. 12 / 19, d. 21 / 99, e. 26 / 77
Output: e
Problem: the events a and b are independent, the probability that event a occurs is greater than 0, and the probability that event a occurs is twice the probability that event b occurs. the probability that at least one of events a and b occurs is 8 times the probability that both events a and b occur. what is the probability that event a occurs ?
Options: a. 1 / 12, b. 1 / 8, c. 1 / 6, d. 1 / 3, e. 2 / 3
Output: d
Problem: if - 2 and - 3 are negative integers, then - 2 * - 3 + 2 is
Options: a. - 5, b. 8, c. - 6, d. - 3, e. - 8
Output: b
Problem: a can give b 50 meters start and c 100 meters start in a kilometer race. how much start can b give c in a kilometer race ?
Options: a. 111.12, b. 111.67, c. 111.64, d. 52.63, e. 101.12
Output: d
Problem: a train covers a distance of 100 km in 1 hour. if its speed is decreased by 10 km / hr, the time taken by the car to cover the same distance will be ?
Options: a. 1 hr, b. 1 hr 6 min, c. 50 min, d. 1 hr 30 min, e. 1 hr 45 min
Output: b
Problem: if s = x ^ 4 + y ^ 4 = 100, then the greatest possible value of x is between
Options: a. 0 and 3, b. 3 and 6, c. 6 and 9, d. 9 and 12, e. 12 and 15
Output: b
Problem: a, b and c play a cricket match. the ratio of the runs scored by them in the match is a: b = 2: 3 and b: c = 2: 5. if the total runs scored by all of them are 100, the runs scored by b are ?
Options: a. 24, b. 18, c. 13, d. 17, e. 12
Output: a
Problem: a train 100 m long crosses a platform 125 m long in 1 sec; find the speed of the train ?
Options: a. 810, b. 700, c. 930, d. 100, e. 200
Output: a
Problem: if [ x ] is the greatest integer less than or equal to x, what is the value of [ - 2.6 ] + [ 1.4 ] + [ 2.7 ] ?
Options: a. 0, b. 1, c. 2, d. 6, e. 7
Output: a
Problem: if i equals the sum of the even integers from 2 to 200, inclusive, and k equals the sum of the even integers from 20 to 200, inclusive, what is the value of i - k ?
Options: a. 10, b. 99, c. 9, d. 88, e. 90
Output: e
Problem: by selling 32 pencils for a rupee a man loses 60 %. how many for a rupee should he sell in order to gain 60 % ?
Options: a. 10, b. 9, c. 8, d. 6, e. 4
Output: a
Problem: how many seconds will a 800 meter long train moving with a speed of 63 km / hr take to cross a man walking with a speed of 3 km / hr in the direction of the train ?
Options: a. 48, b. 52, c. 38, d. 42, e. 45
Output: a
Problem: if a - b = 8 and a ^ 2 + b ^ 2 = 164, find the value of ab
Options: a. 10, b. 12, c. 50, d. 18, e. 19
Output: c
Problem: a sum fetched a total simple interest of rs. 929.20 at the rate of 8 p. c. p. a. in 5 years. what is the sum ?
Options: a. 2323, b. 1223, c. 2563, d. 1853, e. 2353
Output: a
Problem: ? % of 360 = 151.2
Options: a. 42, b. 36, c. 64, d. 72, e. none of these
Output: a
Problem: the radius of a wheel is 22.5 cm. what is the distance covered by the wheel in making 500 resolutions ?
Options: a. 708 m, b. 707.14 m, c. 774 m, d. 714 m, e. 744 m
Output: b
Problem: jane makes toy bears. when she works with an assistant, she makes 89 percent more bears per week and works 10 percent fewer hours each week. having an assistant increases jane ’ s output of toy bears per hour by what percent ?
Options: a. 20 %, b. 80 %, c. 110 %, d. 180 %, e. 200 %
Output: c
Problem: how many cubes of 10 cm edge can be put in a cubical box of 1 m edge ?
Options: a. 1, b. 10, c. 100, d. 1000, e. none
Output: d
Problem: 12 men work 8 hours per day to complete the work in 10 days. to complete the same work in 8 days, working 15 hours a day, the number of men required ?
Options: a. 8 days, b. 9 days, c. 11 days, d. 13 days, e. 15 days
Output: a
Problem: if a man lost 10 % by selling oranges at the rate of 12 a rupee at how many a rupee must he sell them to gain 44 % ?
Options: a. 6.5, b. 7.5, c. 7, d. 8, e. 2
Output: b
Problem: jo ' s collection contains us, indian and british stamps. if the ratio of us to indian stamps is 5 to 2 and the ratio of indian to british stamps is 5 to 1, what is the ratio of us to british stamps ?
Options: a. 10: 5, b. 15: 2, c. 20: 2, d. 25: 2, e. none of these
Output: d
Problem: a canteen requires 13 dozen bananas per day. how many bananas will it require for 9 weeks ?
Options: a. 728, b. 9828, c. 1404, d. 9882, e. none
Output: d
Problem: an amount of money is to be distributed among faruk, vasim and ranjith in the ratio 3: 5: 11. if vasims share is rs. 1500, what is the difference between faruk ' s and ranjith ' s shares ?
Options: a. s 1200, b. s 1500, c. s 1600, d. s 1900, e. s 2400
Output: e
Problem: the perimeter of a rectangular yard is completely surrounded by a fence that measures 36 meters. what is the length of the yard if the area of the yard is 40 meters squared ?
Options: a. 12, b. 10, c. 8, d. 14, e. 16
Output: c
Problem: a shipment of 230 smartphones contains 84 that are defective. if a customer buys two smartphones at random from the shipment, what is the approximate probability that both phones are defective ?
Options: a. 1 / 250, b. 1 / 84, c. 1 / 11, d. 9 / 68, e. 1 / 3
Output: d
Problem: a large box contains 20 small boxes and each small box contains 32 chocolate bars. how many chocolate bars are in the large box ?
Options: a. a. 220, b. b. 490, c. c. 380, d. d. 450, e. e. 640
Output: e
Problem: how many digits are in ( 8 × 10 ^ 12 ) ( 10 × 10 ^ 9 ) ?
Options: a. 20, b. 23, c. 26, d. 27, e. 28
Output: b
Problem: pipe a fills a swimming pool in 4 hours. pipe b empties the pool in 6 hours. if pipe a was opened at 6: 00 am and pipe b at 7: 00 am, at what time will the pool be full ?
Options: a. 14: 00, b. 15: 00, c. 13: 00, d. 16: 00, e. 17: 00
Output: d
Problem: in a mayoral election, candidate x received 1 / 2 more votes than candidate y, and candidate y received 2 / 5 fewer votes than z. if z received 25000 votes how many votes did candidate x received ?
Options: a. 18000, b. 22500, c. 24000, d. 26000, e. 32000
Output: b
Problem: a train 800 m long can cross a pole in 10 sec and then find the speed of the train ?
Options: a. 280, b. 282, c. 284, d. 286, e. 288
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 two 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. 18: 8
Output: e
Problem: irin, ingrid and nell bake chocolate chip cookies in the ratio of 9.18: 5.17: 2.05. if altogether they baked a batch of 150 cookies, what percent of the cookies did nell bake ?
Options: a. 0.125 %, b. 1.25 %, c. 12.6 %, d. 125 %, e. 0.152 %
Output: c
Problem: if the average ( arithmetic mean ) of a and b is 45 and the average of b and c is 80, what is the value of c − a ?
Options: a. 25, b. 60, c. 90, d. 140, e. it can not be determined from the information given.
Output: b
Problem: a string of 30 light bulbs is wired in such a way that if any individual light bulb fails, the entire string fails. if for each individual light bulb the probability of failing during time period t is 0.1, what is the probability that the string of light bulbs will fail during the time period t ?
Options: a. 0.1, b. ( 0.1 ) ^ 30, c. 1 - ( 0.1 ) ^ 30, d. ( 0.93 ) ^ 30, e. 1 - ( 0.90 ) ^ 30
Output: e
Problem: the “ length of integer x ” refers to the number of prime factors, not necessarily distinct, that x has. ( if x = 60, the length of x would be 4 because 60 = 2 × 2 × 3 × 5. ) what is the greatest possible length of integer z if z < 800 ?
Options: a. 13, b. 10, c. 9, d. 7, e. 6
Output: c
Problem: an association of mathematics teachers has 1,260 members. only 560 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 60 percent of the votes cast ?
Options: a. 75 %, b. 26.67 %, c. 42 %, d. 34 %, e. 25 %
Output: b
Problem: the circumference of the front wheel of a cart is 30 ft long and that of the back wheel is 32 ft long. what is the distance traveled by the cart, when the front wheel has done five more revolutions than the rear wheel ?
Options: a. 20 ft, b. 25 ft, c. 750 ft, d. 900 ft, e. 2400 ft
Output: e
Problem: for a certain art exhibit, a museum sold admission tickets to a group of 30 people every 5 minutes from 9: 00 in the morning to 4: 55 in the afternoon, inclusive. the price of a regular admission ticket was $ 10 and the price of a student ticket was $ 6. if on one day 3 times as many regular admission tickets were sold as student tickets, what was the total revenue from ticket sales that day ?
Options: a. $ 24960, b. $ 25920, c. $ 28080, d. $ 28500, e. $ 29160
Output: b
Problem: during a car trip, maria stopped to rest after she traveled 1 / 2 of the total distance to her destination. she stopped again after she traveled 1 / 4 of the distance remaining between her first stop and her destination, and then she drove the remaining 105 miles to her detination. what was the total distance, in miles from maria ' s starting point to her destination ?
Options: a. 280, b. 320, c. 360, d. 420, e. 480
Output: a
Problem: a can do a job in 20 days and b can do it in 30 days. a and b working together will finish thrice the amount of work in - - - - - - - days ?
Options: a. 22 days, b. 22 days, c. 36 days, d. 72 days, e. 24 days
Output: c
Problem: if 2 / 3 rd of the contents of a container evaporated on the 1 st day. and 1 / 4 th of the remaining evaporated on the second day. what part of the contents of the container is left at the end of the second day ?
Options: a. 1 / 4, b. 1 / 12, c. 1 / 18, d. 1 / 6, e. 1 / 2
Output: d
Problem: the average of first 7 prime numbers is ?
Options: a. 10.11, b. 11.11, c. 8.29, d. 13.11, e. 14.11
Output: c
Problem: in a group of 28 junior high school students, 5 take french, 10 take spanish, and 4 take both languages. the students taking both french and spanish are not counted with the 7 taking french or the 10 taking spanish. how many students are not taking either french or spanish ?
Options: a. 7, b. 13, c. 9, d. 12, e. 10
Output: b
Problem: if pintu is coded as 79523 in a certain code language, how would you code dumbo in the same language ?
Options: a. 43426, b. 14236, c. 13436, d. 14263, e. 15263
Output: a
Problem: a, b, c can complete a piece of work in 3,9 and 15 days respectively. working together, they will complete the same work in how many days ?
Options: a. 45 / 23, b. 55 / 23, c. 61 / 57, d. 12 / 13, e. 22 / 23
Output: a
Problem: in a group of cows and chickens, the number of legs was 12 more than twice the number of heads. the number of cows was :
Options: a. 6, b. 7, c. 10, d. 12, e. 14
Output: a
Problem: a store reported total sales of $ 385 million for february of this year. if the total sales for the same month last year was $ 320 million, approximately what was the percent increase in sales ?
Options: a. 2 %, b. 17 %, c. 20 %, d. 65 %, e. 83 %
Output: c
Problem: if a - b = 3 and a ^ 2 + b ^ 2 = 29, find the value of ab.
Options: a. 5, b. 10, c. 12, d. 14, e. 15
Output: b
Problem: a man is 24 years older than his son. in six years, his age will be twice the age of his son. the present age of the son is
Options: a. 14 years, b. 28 years, c. 20 years, d. 22 years, e. none
Output: e
Problem: for what value of x between − 7 and 7, inclusive, is the value of x ^ 2 − 10 x + 16 the greatest ?
Options: a. − 7, b. − 2, c. 0, d. 2, e. 7
Output: a
Problem: the sum of all two digit numbers divisible by 6 is
Options: a. 910, b. 510, c. 710, d. 610, e. 810
Output: e
Problem: students at a school were on average 180 cm tall. the average female height was 170 cm, and the average male height was 182 cms. what was the ratio of men to women ?
Options: a. 5: 2, b. 5: 1, c. 4: 3, d. 4: 1, e. 3: 1
Output: b
Problem: ages of two persons differ by 14 years. if 6 year ago, the elder one be 3 times as old the younger one, find their present age
Options: a. 12,28, b. 13,27, c. 16,32, d. 18,34, e. 19,34
Output: b
Problem: the price of a coat in a certain store is $ 500. if the price of the coat is to be reduced by $ 400, by what percent is the price to be reduced ?
Options: a. 10 %, b. 15 %, c. 20 %, d. 25 %, e. 80 %
Output: e
Problem: convert 2.3 hectares in ares
Options: a. 130 ares., b. 160 ares., c. 180 ares., d. 230 ares., e. 250 ares.
Output: d
Problem: jack has two dice, one has 6 equally probable sides, labeled 1, 2, 3, 4, 5, 6, and the other has 7 equally probable sides, labeled 1, 2, 3, 4, 5, 6, 7. if jack rolls both dice what is the probability that both of the number ' s sum will be 13 ?
Options: a. 3 / 14, b. 2 / 7, c. 1 / 3, d. 1 / 42, e. 12 / 21
Output: d
Problem: calculate how many seconds it will take for 4 bells to toll together again, given that they begin to toll together respectively at the intervals of 9, 12, 15 and 18 seconds ?
Options: a. 186, b. 130, c. 180, d. 181, e. 120
Output: c
Problem: if a = 105 and a ^ 3 = 21 * 25 * 315 * b, what is the value of b ?
Options: a. 35, b. 7, c. 45, d. 49, e. 54
Output: b
Problem: boy sells a book for rs. 540 he gets a loss of 10 %, to gain 10 %, what should be the sp ?
Options: a. 430, b. 450, c. 550, d. 590, e. 660
Output: e
Problem: xavier, yvonne, and zelda each try independently to solve a problem. if their individual probabilities for success are 1 / 3, 1 / 2 and 5 / 8, respectively, what is the probability that xavier and yvonne, but not zelda, will solve the problem ?
Options: a. 1 / 16, b. 7 / 8, c. 9 / 64, d. 5 / 64, e. 3 / 64
Output: a
Problem: a sum of money is put out at compound interest for 2 years at 20 %. it would fetch rs. 723 more if the interest were payable half - yearly, then it were pay able yearly. find the sum.
Options: a. 22200, b. 21897, c. 28799, d. 30000, e. 32782
Output: d