niryuu/sni-each-converted huggingface dataset:
Problem: if n is a positive integer and n ^ 2 is divisible by 36, then the largest positive integer that must divide n is
Options: a. 6, b. 12, c. 24, d. 36, e. 48
Output: a
Problem: the population of a town is 8000. it decreases annually at the rate of 10 % p. a. what was its population 2 years ago ?
Options: a. 9876, b. 8000, c. 8500, d. 9500, e. 10000
Output: a
Problem: sum of two numbers is 40 and their difference is 4. the ratio of the numbers is
Options: a. 10: 3, b. 5: 9, c. 11: 9, d. 13: 9, e. none of these
Output: c
Problem: a man sitting in a train which is traveling at 36 kmph observes that a goods train, traveling in opposite direction, takes 10 seconds to pass him. if the goods train is 240 m long, find its speed
Options: a. 50 kmph, b. 56 kmph, c. 58 kmph, d. 62 kmph, e. 72 kmph
Output: a
Problem: a train traveling at 72 kmph crosses a platform in 30 seconds and a man standing on the platform in 15 seconds. what is the length of the platform in meters ?
Options: a. 240 meters, b. 360 meters, c. 300 meters, d. 600 meters, e. can not be determined
Output: c
Problem: brenda and sally run in opposite direction on a circular track, starting at diametrically opposite points. they first meet after brenda has run 50 meters. they next meet after sally has run 150 meters past their first meeting point. each girl runs at a constant speed. what is the length of the track in meters ?
Options: a. 250, b. 300, c. 350, d. 400, e. 500
Output: a
Problem: a man buys a cycle for rs. 1900 and sells it at a loss of 18 %. what is the selling price of the cycle ?
Options: a. s. 1590, b. s. 1560, c. s. 1558, d. s. 1252, e. s. 1062
Output: c
Problem: at the end of the day, february 14 th, a florist had 120 roses left in his shop, all of which were red, white or pink in color and either long or short - stemmed. a third of the roses were short - stemmed, 20 of which were white and 10 of which were pink. the percentage of pink roses that were short - stemmed equaled the percentage of red roses that were short - stemmed. if none of the long - stemmed roses were white, what percentage of the long - stemmed roses were red ?
Options: a. 20 %, b. 50 %, c. 55 %, d. 75 %, e. 80 %
Output: b
Problem: the difference between a two - digit number and the number obtained by interchanging the positions of its digits is 27. what is the difference between the two digits of that number ?
Options: a. 3, b. 5, c. 6, d. 8, e. 9
Output: a
Problem: a fair price shopkeeper takes 10 % profit on his goods. he lost 60 % goods during theft. his loss percent is :
Options: a. 72 %, b. 42 %, c. 56 %, d. 12 %, e. 22 %
Output: c
Problem: a corporation that had $ 115.19 billion in profits for the year paid out $ 230.10 million in employee benefits. approximately what percent of the profits were the employee benefits ? ( note: 1 billion = 10 ^ 9 )
Options: a. 50 %, b. 20 %, c. 5 %, d. 2 %, e. 0.2 %
Output: e
Problem: 39 men can complete a piece of work in 18 days. in how many days will 27 men complete the same work ?
Options: a. 24, b. 77, c. 26, d. 25, e. 13
Output: c
Problem: two cars a and b start from boston and new york respectively simultaneously and travel towards each other at constant speeds along the same route. after meeting at a point between boston and new york the two cars a and b proceed to their respective destinations of new york and boston. car a reaches new york 80 minutes after the two cars have met and car b reaches boston 90 minutes after they have met. how long did car a take to cover the distance between boston and new york ?
Options: a. 1 hour, b. 1 hour 10 minutes, c. 2 hours 30 minutes, d. 1 hour 40 minutes, e. 2 hours 20 minutes
Output: e
Problem: a metallic sphere of radius 24 cm is melted and drawn into a wire, whose radius of cross section is 16 cm. what is the length of the wire ?
Options: a. 26 cm, b. 45 cm, c. 58 cm, d. 63 cm, e. 72 cm
Output: e
Problem: two pipes can fill a tank in 18 minutes and 6 minutes. an outlet pipe can empty the tank in 45 minutes. if all the pipes are opened when the tank is empty, then how many minutes will it take to fill the tank ?
Options: a. 1 / 15, b. 1 / 6, c. 1 / 11, d. 1 / 10, e. 1 / 12
Output: b
Problem: how many multiples of 4 are there between 32 and 252 ?
Options: a. 67, b. 64, c. 54, d. 56, e. 60
Output: c
Problem: a train 260 m long is running at a speed of 45 km / hr. in what time will it pass a bridge 140 m long ?
Options: a. 40, b. 32, c. 26, d. 21, e. 14
Output: b
Problem: set # 1 = { a, b, c, d, e, f } set # 2 = { k, l, m, n, o, p } there are these two sets of letters, and you are going to pick exactly one letter from each set. what is the probability of picking at least one vowel ?
Options: a. 1 / 6, b. 1 / 3, c. 1 / 2, d. 2 / 3, e. 4 / 9
Output: e
Problem: if a no. when divided by 44, gives 432 as quotient and 0 as remainder. what will be the remainder when dividing thesame no. by 31
Options: a. 2, b. 4, c. 5, d. 7, e. 8
Output: c
Problem: the age of somu is one - third his father ' s. 7 years back he was one - fifth of his father ' s age. what is his persent age ?
Options: a. 11, b. 13, c. 14, d. 12, e. 10
Output: c
Problem: sam ’ s car was fined when he gave joe and peter a ride, so they decided to help sam pay the fine. joe paid $ 6 more than 1 / 4 of the fine and peter paid $ 6 less than 1 / 3 of the fine, leaving pay $ 10 less than 1 / 2 the fine to complete the payment. what fraction of the fine did sam pay ?
Options: a. $ 50, b. $ 40, c. $ 35, d. $ 44, e. $ 45
Output: a
Problem: the average wages of a worker during a fortnight comprising 15 consecutive working days was $ 90 per day. during the first 7 days, his average wages was $ 87 per day and the average wages during the last 7 days was $ 91 per day. what was his wage on the 8 th day ?
Options: a. $ 83, b. $ 90, c. $ 92, d. $ 97, e. $ 104
Output: e
Problem: it is decided to construct a 2 metre broad pathway around a rectangular plot on the inside. if the area of the plots is 96 sq. m. and the rate of construction is rs. 50 per square metre., what will be the total cost of the construction ?
Options: ['a. rs. 3500', 'b. rs. 4200', 'c. insufficient data', 'd. rs. 4400', 'e. none of these']
Output: c
Problem: in a class, there are 18 boys who are over 160 cm tall. if these constitute 3 - fourths of the boys and the total number of boys is two - thirds of the total number of students in the class, what is the number of girls in the class ?
Options: a. 11, b. 12, c. 28, d. 27, e. 19
Output: b
Problem: a and b invests rs. 10000 each, a investing for 6 months and b investing for all the 12 months in the year. if the total profit at the end of the year is rs. 24000, find their shares ?
Options: a. 8000, 16000, b. 1599,2000, c. 7290,3000, d. 15000,4000, e. 72821,5000
Output: a
Problem: the perimeter of a triangle is 40 cm and the inradius of the triangle is 2.5 cm. what is the area of the triangle ?
Options: a. 87 cm 2, b. 28 cm 2, c. 98 cm 2, d. 26 cm 2, e. 50 cm 2
Output: e
Problem: if 75 percent of a class answered the first question on a certain test correctly, 70 percent answered the second question on the test correctly, and 20 percent answered neither of the questions correctly, what percent answered both correctly ?
Options: a. 10 %, b. ( 8 ) 20 %, c. 30 %, d. 50 %, e. 65 %
Output: e
Problem: if a man lost 4 % by selling oranges at the rate of 72 a rupee at how many a rupee must he sell them to gain 44 % ?
Options: a. 41, b. 48, c. 49, d. 44, e. 43
Output: b
Problem: a man swims downstream 40 km and upstream 16 km taking 4 hours each time, what is the speed of the man in still water ?
Options: a. 7, b. 7.5, c. 6.8, d. 7.8, e. 8.0
Output: b
Problem: | 5 - 2 | - | 6 - 9 | = ?
Options: a. 3, b. 2, c. 1, d. 0, e. 4
Output: d
Problem: find value of x: 121 × 54 = x
Options: a. 34545, b. 46576, c. 67887, d. 57687, e. 75625
Output: e
Problem: two pipes a and b can fill a tank in 20 and 30 minutes respectively. if both the pipes are used together, then how long it will take to fill the tank ?
Options: a. 10 mins, b. 12 mins, c. 15 mins, d. 20 mins, e. 30 mins
Output: b
Problem: how many integers are between 4 and 87 / 8, inclusive ?
Options: a. 4, b. 5, c. 7, d. 9, e. 10
Output: c
Problem: aishwarya rai walks into a bank to cash out her check. by mistake the bank teller gives her dollar amount in change, and her cent amount in dollars. on the way home she spends 5 cent, and then suddenly she notices that she has twice the amount of her check. how much was her check amount ?
Options: a. 21.55, b. 25.89, c. 30.56, d. 31.55, e. 31.63
Output: e
Problem: the length of a room is 9 m and width is 4.75 m. what is the cost of paying the floor by slabs at the rate of rs. 900 per sq. metre.
Options: a. 25650, b. 25750, c. 26550, d. 30750, e. 38475
Output: e
Problem: if 2 ^ 5, 3 ^ 3, and 13 ^ 2 are all factors of the product of 936 and w where w is a positive integer, what is the smallest possible value of w ?
Options: a. 26, b. 39, c. 42, d. 65, e. 156
Output: e
Problem: a sum of money at simple interest amounts to rs. 815 in 2 years and to rs. 854 in 4 years. the sum is :
Options: a. s. 650, b. s. 690, c. s. 698, d. s. 700, e. s. 737
Output: e
Problem: i chose a number and divide it by 12. then i subtracted 240 from the result and got 8. what was the number i chose ?
Options: a. 2976, b. 2989, c. 2789, d. 2888, e. 2098
Output: a
Problem: at 1: 00 pm, a truck left city p and headed toward city q at a constant speed of 36 km / h. one hour later, a car left city q and headed toward city p along the same road at a constant speed of 48 km / h. if the distance between city p and city q is 330 km, at what time will the truck and the car meet each other ?
Options: a. 4: 30, b. 4: 45, c. 5: 00, d. 5: 15, e. 5: 30
Output: e
Problem: if x = 27 ^ 324 and y = 3 ^ 134, what is the units digit of x / y ?
Options: a. 1, b. 3, c. 5, d. 7, e. 9
Output: e
Problem: in what time will a train 100 meters long cross an electric pole, if its speed is 72 km / hr
Options: a. 5 seconds, b. 2.8 seconds, c. 3.5 seconds, d. 2.5 seconds, e. 2.6 seconds
Output: a
Problem: at joel ’ s bookstore, the current inventory is 30 % historical fiction. of the historical fiction books, 40 % are new releases, while 50 % of the other books are new releases. what fraction of all new releases are the historical fiction new releases ?
Options: a. 4 / 25, b. 12 / 47, c. 2 / 5, d. 8 / 15, e. 2 / 3
Output: b
Problem: if 45 % of a class averages 95 % on a test, 50 % of the class averages 78 % on the test, and the remainder of the class averages 60 % on the test, what is the overall class average ? ( round final answer to the nearest percent ).
Options: a. 83 %, b. 84 %, c. 85 %, d. 86 %, e. 87 %
Output: c
Problem: on a certain day, orangeade was made by mixing a certain amount of orange juice with an equal amount of water. on the next day, orangeade was made by mixing the same amount of orange juice with twice the amount of water. on both days, all the orangeade that was made was sold. if the revenue from selling the orangeade was the same for both days and if the orangeade was sold at $ 0.30 per glass on the first day, what was the price per glass on the second day ?
Options: a. $ 0.15, b. $ 0.20, c. $ 0.30, d. $ 0.40, e. $ 0.45
Output: b
Problem: calculate the effect changes in dimension of a rectangle will have on its area, if length is increased by 40 % and its breadth is decreased by 25 % ?
Options: a. 5 % increase, b. 7 % increase, c. 6 % increase, d. 4 % increase, e. 3 % increase
Output: a
Problem: if 3 / w + 3 / x = 3 / y and wx = y, then the average ( arithmetic mean ) of w and x is
Options: a. 1 / 2, b. 1, c. 2, d. 4, e. 8
Output: a
Problem: - - - - - - - - - - - - - - - - yes - - - - - - - - - no - - - - unsure subject m - - - - 500 - - - - - - - - 200 - - - - - 100 subject r - - - - 400 - - - - - - - - 100 - - - - - 300 a total of 800 students were asked whether they found two subjects, m and r, interesting. each answer was either yes or no or unsure, and the numbers of students who gave these answers are listed in the table above. if 140 students answered yes only for subject m, how many of the students did not answer yes for either subject ?
Options: a. 100, b. 260, c. 360, d. 400, e. 500
Output: b
Problem: the area of a square field is 7201 sq m. how long will a lady take to cross the field diagonally at the rate of 2.4 km / hr ?
Options: ['a. 2 min', 'b. 3 min', 'c. 4 min', 'd. 5 min', 'e. 6 min']
Output: b
Problem: a man can do a piece of work in 7 days, but with the help of his son, he can finish it in 3 days. in what time can the son do it alone ?
Options: a. 5, b. 4 1 / 5, c. 7 1 / 2, d. 6, e. 9 1 / 2
Output: b
Problem: 30 liters of a mixture contains milk and water in the ratio 2: 1. if 5 liters of this mixture be replaced by 5 liters of milk, the ratio of milk to water in the new mixture would be ?
Options: a. 3: 2, b. 3: 1, c. 4: 1, d. 5: 2, e. 2: 1
Output: d
Problem: if | 5 x - 25 | = 100, then find the sum of the values of x ?
Options: a. 1, b. - 2, c. 10, d. - 3, e. 4
Output: c
Problem: running at the same constant rate, 6 identical machines can produce a total of 270 bottles per minute. at this rate, how many bottles could 8 such machines produce in 4 minutes ?
Options: a. 648, b. 1800, c. 2700, d. 1440, e. none of these
Output: d
Problem: how many zeroes are there at the end of the number n, if n = 100 ! + 200 ! ?
Options: a. 73, b. 49, c. 20, d. 48, e. 24
Output: e
Problem: a number when divided b the sum of 555 and 445 gives two times their difference as quotient and 30 as the remainder. the number is :
Options: a. 1220, b. 1250, c. 2030, d. 22030, e. 1350
Output: d
Problem: if two dice are thrown together, the probability of getting an even prime number on the dice is
Options: a. 1 / 36, b. 1 / 18, c. 1 / 13, d. 1 / 9, e. 5 / 36
Output: a
Problem: compound x contains elements a and b at an approximate ratio, by weight, of 2: 10. approximately how many grams of element b are there in 108 grams of compound x ?
Options: a. 90, b. 162, c. 250, d. 270, e. 322
Output: a
Problem: find the greatest number that will divide 205, 626 and 588 leaving 5, 6 and 8 as remainders respectively
Options: a. 19, b. 17, c. 13, d. 9, e. 20
Output: e
Problem: tough and tricky questions: ratios 4 / 5 of a certain class left on a field trip. 1 / 3 of the students who stayed behind did not want to go on the field trip ( all the others did want to go ). when another vehicle was located, 1 / 2 of the students who did want to go on the field trip but had been left behind were able to join. what fraction of the class ended up going on the field trip ?
Options: a. 1 / 2, b. 2 / 3, c. 13 / 15, d. 23 / 30, e. 4 / 5
Output: c
Problem: if x ^ 2 + 9 / x ^ 2 = 10, what is the value of x - 3 / x
Options: a. 36, b. 25, c. 2, d. 5, e. 3
Output: c
Problem: the average salary / head of all the workers in a workshop is rs. 1100, if the average salary / head of 9 technician is rs. 1300 and the average salary / head of the rest is rs. 880, the total no. of workers in the work - shop is ?
Options: a. 18, b. 20, c. 22, d. 17, e. 26
Output: d
Problem: in traveling from a dormitory to a certain city, a student went 1 / 5 of the way by foot, 2 / 3 of the way by bus, and the remaining 10 kilometers by car. what is the distance, in kilometers, from the dormitory to the city ?
Options: a. 30, b. 45, c. 62, d. 90, e. 120
Output: c
Problem: joe invested a certain sum of money in a simple interest bond whose value grew to $ 310 at the end of 3 years and to $ 410 at the end of another 5 years. what was the rate of interest in which he invested his sum ?
Options: a. 6 %, b. 7 %, c. 8 %, d. 9 %, e. 10 %
Output: c
Problem: a rhombus has area 432 sq m, one diagonal is 36 cm. find other diagonal ?
Options: ['a. 2400 m', 'b. 2500 m', 'c. 2600 m', 'd. 2700 m', 'e. 2900 m']
Output: a
Problem: if { x } is the product of all even integers from 1 to x inclusive, what is the greatest prime factor of { 12 } + { 10 } ?
Options: a. 23, b. 20, c. 13, d. 5, e. 2
Output: c
Problem: a, b and c invested rs. 2400, rs. 7200 and rs. 9600 respectively, in a partnership business. find the share of a in profit of rs. 9000 after a year ?
Options: a. 1125, b. 2400, c. 7200, d. 2500, e. 2511
Output: a
Problem: a women purchased 3 towels @ rs. 100 each, 5 towels @ rs. 150 each and two towels at a certain rate which is now slipped off from his memory. but she remembers that the average price of the towels was rs. 165. find the unknown rate of two towels ?
Options: a. a. 400, b. b. 450, c. c. 500, d. d. 550, e. e. 600
Output: e
Problem: aaron will jog from home at 2 miles per hour and then walk back home by the same route at 4 miles per hour. how many miles from home can aaron jog so that he spends a total of 3 hours jogging and walking ?
Options: a. 5, b. 7, c. 3, d. 9, e. 10
Output: c
Problem: every year an amount increases by 1 / 8 th of itself. how much will it be after two years if its present value is rs. 57600 ?
Options: a. 81000, b. 81028, c. 27772, d. 72900, e. 22312
Output: d
Problem: for each of her sales, a saleswoman receives a commission equal to 20 percent of the first $ 500 of the total amount of the sale, plus 35 percent of the total amount in excess of $ 500. if the total amount of one of her sales was $ 800, the saleswoman ’ s commission was approximately what percent of the total amount of the sale ?
Options: a. 22 %, b. 24 %, c. 25 %, d. 26 %, e. 28 %
Output: d
Problem: a boat can travel with a speed of 22 km / hr in still water. if the speed of the stream is 5 km / hr, find the time taken by the boat to go 135 km downstream
Options: a. 5 hours, b. 4 hours, c. 3 hours, d. 2 hours, e. none of these
Output: a
Problem: a bag contains 5 green and 8 white balls. if two balls are drawn simultaneously, the probability that both are of the same colour is
Options: a. 8 / 15, b. 2 / 5, c. 3 / 5, d. 11 / 15, e. 19 / 39
Output: e
Problem: find the 10 th term of an arithmetic progression whose first term is 8 and the common difference is 2.
Options: a. 45, b. 26, c. 44, d. 40, e. 46
Output: b
Problem: if ( 10 x + 2 ) / 4 - ( 3 x - 6 ) / 18 = ( 2 x + 4 ) / 3, then what is the value of x ?
Options: a. 3, b. - 3, c. 10 / 3, d. 3 / 10, e. - 10 / 3
Output: d
Problem: the cross - section of a cannel is a trapezium in shape. if the cannel is 8 m wide at the top and 6 m wide at the bottom and the area of cross - section is 700 sq m, the depth of cannel is ?
Options: a. 76, b. 100, c. 27, d. 80, e. 25
Output: b
Problem: the area of a circular field is 13.86 hectares. find the cost of fencing it at the rate of rs. 4.80 per metre.
Options: a. 2399, b. 6336, c. 2999, d. 5808, e. 2888
Output: b
Problem: a man bought 20 shares of rs. 50 at 5 discount, the rate of dividend being 4 %. the rate of interest obtained is
Options: a. 5 %, b. 5.28 %, c. 5.30 %, d. 5.50 %, e. 6 %
Output: b
Problem: a train 150 m long is running at a speed of 68 kmph. how long does it take to pass a man who is running at 8 kmph in the same direction as the train ?
Options: a. 2 sec, b. 6 sec, c. 8 sec, d. 9 sec, e. 5 sec
Output: d
Problem: convert the 13 / 54 m / s into kilometers per hour ?
Options: a. 1.7, b. 1.5, c. 0.86, d. 1.1, e. 1.2
Output: c
Problem: in a 300 m race a beats b by 22.5 m or 6 seconds. b ' s time over the course is :
Options: a. 86 sec, b. 80 sec, c. 76 sec, d. 96 sec, e. none of these
Output: b
Problem: annie and sam set out together on bicycles traveling at 15 and 12 km per hour respectively. after 40 minutes, annie stops to fix a flat tire. if it takes annie 30 minutes to fix the flat tire and sam continues to ride during this time, how many minutes will it take annie to catch up with sam assuming that annie resumes riding at 15 km per hour ?
Options: a. 20, b. 40, c. 60, d. 80, e. 100
Output: d
Problem: john and jane went out for a dinner and they ordered the same dish. both used a 10 % discount coupon. john paid a 15 % tip over the original price of the dish, while jane paid the tip over the discounted price for the coupon. if john paid $ 0.60 more than jane, what was the original price of the dish ?
Options: a. 24, b. 34.8, c. 37.8, d. 40, e. 84
Output: d
Problem: a certain industrial loom weaves 0.126 meters of cloth every second. approximately how many seconds will it take for the loom to weave 15 meters of cloth ?
Options: a. 114, b. 115, c. 116, d. 117, e. 119
Output: e
Problem: a cistern is normally filled in 8 hrs, but takes 2 hrs longer to fill because of a leak on its bottom, if cistern is full, how much time citern would empty ?
Options: a. 10 hours, b. 20 hours, c. 30 hours, d. 40 hours, e. 50 hours
Output: d
Problem: oil cans x and y are right circular cylinders and the height and radius of y are each 4 times those of x. if the oil in can x filled to capacity sells for $ 2, how much does the oil in y sell for if y is only half filled ?
Options: a. $ 60, b. $ 52, c. $ 63, d. $ 64, e. $ 68
Output: d
Problem: a searchlight on top of the watch - tower makes 6 revolutions per minute. what is the probability that a man appearing near the tower will stay in the dark for at least 10 seconds ?
Options: a. 1 / 4, b. 1 / 3, c. 1 / 2, d. 2 / 3, e. 1
Output: e
Problem: jerome anticipated that the webweb. com stock price would fall and sold all his webweb. com stocks for $ 5 per stock. he paid $ 10,000 tax on the revenue. a week later, jerome became convinced that the webweb. com stock price would rise, and he used the money that he had gotten from selling the webweb. com stocks to purchase them again, this time at $ 6 per stock. if jerome ended up having 4000 webweb. com stocks fewer than the number he had before selling them, how many webweb. com stocks did he have originally ?
Options: a. 10,000, b. 11,600, c. 12,000, d. 14,000, e. 16,400
Output: d
Problem: how many distinct integer values of n satisfy the inequality | | n - 3 | + 4 | ≤ 15 ?
Options: a. 15, b. 16, c. 17, d. 18, e. 13
Output: e
Problem: a man rows his boat 75 km downstream and 45 km upstream, taking 5 hours each time. find the speed of the stream ?
Options: a. 6 kmph, b. 5 kmph, c. 2 kmph, d. 3 kmph, e. 1 kmph
Output: d
Problem: an industrial loom weaves 0.128 metres of cloth every second. approximately, how many seconds will it take for the loom to weave 25 metre of cloth ?
Options: a. 194 seconds, b. 195 seconds, c. 196 seconds, d. 197 seconds, e. none of these
Output: b
Problem: at what time between 5 and 6 o ' clock are the hands of a 3 minutes apart ?
Options: a. 24, b. 55, c. 66, d. 88, e. 21
Output: a
Problem: the probability is 1 / 2 that a certain coin turns up heads on any given toss. if the coin is tossed 6 times, what is the probability that the coin turns up tails on at least one of the tosses ?
Options: a. 15 / 16, b. 21 / 32, c. 31 / 32, d. 63 / 64, e. 51 / 64
Output: d
Problem: a football field is 8400 square yards. if 1200 pounds of fertilizer are spread evenly across the entire field, how many pounds of fertilizer were spread over an area of the field totaling 3500 square yards ?
Options: a. 450, b. 600, c. 500, d. 2400, e. 3200
Output: c
Problem: the lowest number which should be added to 11390 so that the sum is exactly divisible by 7, 9, 10 and 12 is :
Options: a. 1010, b. 2210, c. 1250, d. 1210, e. 1110
Output: d
Problem: a telephone company needs to create a set of 3 - digit area codes. the company is entitled to use only digits 2, 4 and 3, which can be repeated. if the product of the digits in the area code must be even, how many different codes can be created ?
Options: a. 20, b. 26, c. 24, d. 22, e. 30
Output: b
Problem: 120 students represent x percent of the boys at a school. if the boys at the school make up 30 % of the total school population of x students, what is x ?
Options: a. 120, b. 150, c. 180, d. 200, e. 250
Output: d
Problem: a man spends 2 / 5 of his salary on house rent, 3 / 10 of his salary on food and 1 / 8 of his salary on conveyance. if he has rs. 1400 left with him, find his expenditure on food and conveyance.
Options: a. 1000, b. 2000, c. 3000, d. 4000, e. 5000
Output: a
Problem: find the average of all prime numbers between 10 and 30.
Options: a. 30, b. 33.6, c. 39.8, d. 18.6, e. none
Output: d
Problem: of the diplomats attending a summit conference, 17 speak french, 32 do not speak russian, and 20 % of the diplomats speak neither french nor russian. if 10 % of the diplomats speak both languages, then how many diplomats attended the conference ?
Options: a. 72, b. 96, c. 108, d. 120, e. 150
Output: e
Problem: in a recent election, geoff received 15 percent of the 6,000 votes cast. to win the election, a candidate needed to receive more than x % of the vote. if geoff needed exactly 3,571 more votes to win the election, what is the value of x ?
Options: a. 74.5, b. 54, c. 56, d. 60, e. 63
Output: a
Problem: in a can, there is a mixture of milk and water in the ratio 4: 5. if it is filled with an additional 6 litres of milk the can would be full and ratio of milk and water would become 6: 5. find the capacity of the can ?
Options: a. 33, b. 44, c. 48, d. 52, e. none of these
Output: a
Problem: a lady grows broccoli in her garden that is in the shape of a square. each broccoli takes 1 square foot of area in her garden. this year, she has increased her output by 79 broccoli when compared to last year. the shape of the area used for growing the broccoli has remained a square in both these years. how many broccoli did she produce this year ?
Options: ['a. 1600', 'b. 1500', 'c. 1650', 'd. 1700', 'e. can not be determined']
Output: a
Problem: a train 120 m long is running at 60 kmph. in how much time will it pass a platform 240 m long ?
Options: a. 15.6 seconds, b. 24.6 seconds, c. 21.6 seconds, d. 30.6 seconds, e. 35.6 seconds
Output: c
Problem: a is twice as good a workman as b and together they complete a work in 12 days. in how many days a alone can do the work ?
Options: a. 32, b. 33, c. 34, d. 35, e. 36
Output: e
Problem: 10 women can complete a work in 5 days and 10 children take 10 days to complete the work. how many days will 5 women and 10 children take to complete the work ?
Options: a. 4, b. 5, c. 7, d. 8, e. 2
Output: b
Problem: if p # q denotes the least common multiple of p and q, then e = ( ( 12 # 16 ) # ( 18 # 24 ) ) = ?
Options: a. 216, b. 180, c. 144, d. 108, e. 72
Output: c
Problem: if m is an integer such that ( - 2 ) ^ 2 m = 2 ^ ( 6 - m ) then m = ?
Options: a. 1, b. 2, c. 3, d. 5, e. 6
Output: b
Problem: a train passes a platform in 44 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. 240, b. 250, c. 360, d. 230, e. 220
Output: c
Problem: exactly 35 % of the reporters for a certain wire service cover local politics in country x. if 30 % of the reporters who cover politics for the wire service do not cover local politics in country x, what percent of the reporters for the wire service do not cover politics ?
Options: a. 20 %, b. 42 %, c. 44 %, d. 50 %, e. 84 %
Output: d
Problem: if rs. 10 be allowed as true discount on a bill of rs. 110 due at the end of a certain time, then the discount allowed on the same sum due at the end of double the time is :
Options: a. rs. 20, b. rs. 21.81, c. rs. 22, d. rs. 18.33, e. none
Output: d
Problem: the speed at which a man can row a boat in still water is 150 kmph. if he rows downstream, where the speed of current is 48 kmph, what time will he take to cover 390 metres ?
Options: a. 10, b. 11, c. 12, d. 13, e. 14
Output: d
Problem: a shopkeeper gave an additional 20 per cent concession on the reduced price after giving 30 per cent standard concession on an article. if arun bought that article for 1120, what was the original price ?
Options: a. 3000, b. 4000, c. 2400, d. 2000, e. none of these
Output: d
Problem: if x, y, and z are positive integers and 3 x = 4 y = 7 z, then the least possible value of x - y + z is
Options: a. 33, b. 40, c. 49, d. 19, e. 61
Output: d
Problem: a man has some hens and cows. if the number of heads be 48 and the number of feet equals 140, then the number of cows will be :
Options: a. 30, b. 23, c. 24, d. 26, e. 22
Output: e
Problem: a man buys an article for $ 100. and sells it for $ 130. find the gain percent ?
Options: a. 10 %, b. 15 %, c. 25 %, d. 20 %, e. 30 %
Output: e
Problem: how many cubes of 20 cm edge can be put in a cubical box of 1 m edge.
Options: a. 177 cm, b. 125 cm, c. 786 cm, d. 617 cm, e. 187 cm
Output: b
Problem: 3 houses are available in a new flat. 3 persons apply for the houses. each applies for 1 house without consulting others. the probability that all the 3 apply for the same house is ?
Options: a. 1 / 7, b. 1 / 9, c. 2 / 7, d. 3 / 7, e. 2 / 9
Output: b
Problem: if log 10 5 + log 10 ( 5 x + 1 ) = log 10 ( x + 5 ) + 1, then x is equal to :
Options: a. 1, b. 5, c. 3, d. 2, e. 6
Output: c
Problem: the sum of 4 consecutive even numbers is 140. what would be the smallest number ?
Options: a. 32, b. 88, c. 70, d. 123, e. 12
Output: a
Problem: a train speeds past a pole in 15 seconds and a platform 100 m long in 30 seconds. its length is ?
Options: a. 188 m, b. 876 m, c. 251 m, d. 200 m, e. 145 m
Output: d
Problem: an article is sold at a certain price. by selling it at 2 / 3 of that price one loses 10 %. find the gain percent at original price ?
Options: a. 25 %, b. 20 %, c. 35 %, d. 40 %, e. 50 %
Output: c
Problem: in a sports club with 30 members, 17 play badminton and 19 play tennis and 3 do not play either. how many members play both badminton and tennis ?
Options: a. 7, b. 8, c. 9, d. 10, e. 11
Output: c
Problem: the local recycling plant had a contract requiring anyone who obtained recycled bottles for storage for them, to bring them back to be recycled again. the plant could make one new bottle from every 7 bottles returned. one week, on monday, they got 343 bottles to recycle. assuming that everybody brought back all the empties, how many could they eventually remake from the 343 ?
Options: a. 53, b. 54, c. 55, d. 56, e. 57
Output: e
Problem: how many numbers between 400 and 1000 can be made with the digits 2, 3,4, 5,6 and 0 ?
Options: a. 30, b. 60, c. 90, d. 120, e. 150
Output: b
Problem: the difference between the heights of two trees is 20 cm. 10 years ago, the taller one was thrice as taller as the shorter one. the present height of the taller tree is
Options: a. 300 cm, b. 15 cm, c. 20 cm, d. 10 cm, e. 40 cm
Output: a
Problem: water consists of hydrogen and oxygen, and the approximate ratio, by mass, of hydrogen to oxygen is 2: 16. approximately how many grams of oxygen are there in 108 grams of water ?
Options: a. 16, b. 96, c. 112, d. 128, e. 142
Output: b
Problem: in an examination, 35 % of total students failed in hindi, 45 % failed in english and 20 % in both. the percentage of these who passed in both the subjects is :
Options: a. 10 %, b. 20 %, c. 30 %, d. 40 %, e. 50 %
Output: d
Problem: 8 people went to a restaurant for dinner. 7 of them spent $ 10 each on their meals and the eighth spent $ 7 more than the average expenditure of all 8 people. what was the total amount of money that the 8 people spent ?
Options: a. $ 85, b. $ 88, c. $ 91, d. $ 94, e. $ 97
Output: b
Problem: a person crosses a 1080 m long street in 12 minutes. what is his speed in km per hour ?
Options: a. 4.1, b. 4.5, c. 4.8, d. 5.4, e. 5.5
Output: d
Problem: there were two candidates in an election. winner candidate received 62 % of votes and won the election by 384 votes. find the number of votes casted to the winning candidate ?
Options: a. 288, b. 744, c. 992, d. 298, e. 177
Output: c
Problem: the compound ratio of 1: 2, 2: 5 and 3: 10 ?
Options: a. 1: 2, b. 1: 5, c. 3: 5, d. 1: 50, e. 3: 50
Output: e
Problem: if the product of the integers from 1 to n is divisible by 210, what is the least possible value of n ?
Options: a. 7, b. 14, c. 21, d. 28, e. 35
Output: a
Problem: a grocer is storing soap boxes in cartons that measure 25 inches by 42 inches by 60 inches. if the measurement of each soap box is 7 inches by 6 inches by 10 inches, then what is the maximum number of soap boxes that can be placed in each carton ?
Options: a. 210, b. 252, c. 280, d. 150, e. 420
Output: d
Problem: selling an kite for rs. 30, a shop keeper gains 25 %. during a clearance sale, the shopkeeper allows a discount of 10 % on the marked price. his gain percent during the sale is ?
Options: a. 8 %, b. 10 %, c. 11 %, d. 12.5 %, e. 20 %
Output: d
Problem: in a university the average age in an arts class is 21 and average age in technical class is 18. what is the age average of university if there are 8 arts classes and 5 technical classes ?
Options: a. 18.75, b. 19.85, c. 20.32, d. 20.9, e. 21.0
Output: b
Problem: a theater box office sold an average ( arithmetic mean ) of 65 tickets per staff member to a particular movie. among the daytime staff, the average number sold per member was 75, and among the evening staff, the average number sold was 60. if there are no other employees, what was the ratio of the number of daytime staff members to the number of evening staff members ?
Options: a. 1: 2, b. 1: 4, c. 5: 11, d. 1: 3, e. 13: 15
Output: a
Problem: a milk man has 40 liters of milk. if he mixes 5 liters of water, which is freely available, in 20 liters of pure milk. if the cost of pure milk is rs. 18 per liter, then the profit of the milkman, when he sells all the mixture at cost price is :
Options: a. 20 %, b. 25 %, c. 45 %, d. 18 %, e. none of these
Output: c
Problem: the sum of ages of 5 children born 1 years different each is 30 years. what is the age of the elder child ?
Options: a. 8, b. 9, c. 10, d. 16, e. 17
Output: a
Problem: in a kilometer race, if abhishek gives bharti a 40 m start, abhishek wins by 19 sec. but if abhishek gives bharti a 30 sec start, bharti wins by 40 m. find the time taken by bharti to run 5,000 m ?
Options: a. 150 sec, b. 750 sec, c. 450 sec, d. 825 sec, e. none of these
Output: b
Problem: every disk in a bag is either blue, yellow or green. the ratio of blue disks to yellow disks to green disks in this bag is 3: 7: 8. if the total number of disks in the bag is 144, how many more green disks than blue disks are in the bag ?
Options: a. 25, b. 28, c. 30, d. 35, e. 40
Output: e
Problem: if the sum of two numbers is 22 and the sum of their squares is 404, then the product of the numbers is
Options: a. 40, b. 44, c. 80, d. 88, e. 48
Output: a
Problem: there are 200 female managers in a certain company. find the total number w of female employees in the company, if 2 / 5 of all the employees are managers and 2 / 5 of all male employees are managers.
Options: a. 300, b. w = 400, c. w = 500, d. w = 600, e. none of these
Output: c
Problem: a store reduced the price of all items in the store by 10 % on the first day and by another 10 % on the second day. the price of items on the second day was what percent of the price before the first reduction took place ?
Options: a. 80.0, b. 80.9, c. 81.0, d. 81.1, e. 81.9
Output: c
Problem: on the first of the year, james invested x dollars at proudstar bank in an account that yields 0.5 % in interest every quarter year. at the end of the year, during which he made no additional deposits or withdrawals, he had y dollars in the account. if james had invested the same amount in an account which pays interest on a yearly basis, what must the interest rate be for james to have y dollars at the end of the year ?
Options: a. 2.04 %, b. 4.12 %, c. 5 %, d. 8.25 %, e. 10 %
Output: a
Problem: the chance of rain on any given day in tel - aviv is 50 %. what is the probability w that it rained in tel - aviv on exactly 4 out of 6 randomly chosen days ?
Options: a. 15 / 64, b. 30 / 64, c. 1 / 2, d. 1 / 4, e. 52 / 64
Output: a
Problem: the sum of two numbers is 77. 5 times one number is equal to 6 times the other. the bigger of the two numbers is
Options: a. 10, b. 42, c. 14, d. 15, e. 60
Output: b
Problem: income and expenditure of a person are in the ratio 7: 6. if the income of the person is rs. 14000, then find his savings ?
Options: a. 500, b. 1000, c. 1500, d. 2000, e. 2500
Output: d
Problem: 3 people took gmat practice tests in which the minimum and maximum possible scores are 200 and 800, respectively. they each took a test 3 times, and no one scored below 400 or over 700. if the individual ranges of the 3 people ' s scores in those 3 practice tests were 40, 70 and 100, what is the difference between the maximum and minimum possible ranges of all their scores put together.
Options: a. 70, b. 80, c. 100, d. 140, e. 200
Output: e
Problem: if p / q = 3 / 11, then 2 p + q = ?
Options: a. 12, b. 14, c. 17, d. 15, e. 16
Output: c
Problem: what is the probability of rolling a total of 5 with a single roll of two fair 6 - sided dice, each with the distinct numbers 1 through 6 on each side ?
Options: a. 1 / 12, b. 1 / 6, c. 2 / 7, d. 1 / 3, e. 1 / 9
Output: e
Problem: if the simple interest on a certain sum of money for 6 years is one – fifth of the sum, then the rate of interest per annum is
Options: a. 3.3 %, b. 7.2 %, c. 6.1 %, d. 5.0 %, e. 3.1 %
Output: a
Problem: the population of a city is 415600. it increased by 25 % in the first year and decreased by 30 % in the second year. what is the population of the city at the end of second year ?
Options: a. 367300, b. 363580, c. 363650, d. 373650, e. 386750
Output: c
Problem: what is the least value of x, so that 2 x 5472 is divisible by 9
Options: a. 7, b. 8, c. 9, d. 3, e. 2
Output: a
Problem: a thief is spotted by a policeman from a distance of 150 meters. when the policeman starts the chase, the thief also starts running. if the speed of the thief be 8 km / hr and that of the policeman 10 km / hr, how far the thief will have run before he is overtaken ?
Options: a. 350 m, b. 200 m, c. 400 m, d. 600 m, e. none of them
Output: d
Problem: car x began traveling at an average speed of 35 miles per hour. after 72 minutes, car y began traveling at an average speed of 70 miles per hour. when both cars had traveled the same distance, both cars stopped. how many miles did car x travel from the time car y began traveling until both cars stopped ?
Options: a. 15, b. 20, c. 40, d. 42, e. 68
Output: d
Problem: a fruit juice company earns $ 150 per 100 gallons of apple juice sold, $ 170 per 100 gallons of guava juice sold, $ 130 per 100 gallons of grape juice sold, $ 100 per 100 gallons of orange juice. if the company manages to sell 230 gallons of apple, 210 gallons of guava, 310 gallons of grape, 270 gallons of orange on a particular day. what is the average earning of the company per 100 gallon of the juice sold ?
Options: a. 134.8, b. 141.2, c. 147.2, d. 152.3, e. 160.1
Output: a
Problem: if a mixture is 1 ⁄ 7 alcohol by volume and 2 ⁄ 7 water by volume, what is the ratio of the volume of alcohol to the volume of water in this mixture ?
Options: a. 4 / 2, b. 3 / 2, c. 1 / 2, d. 5 / 2, e. 7 / 2
Output: c
Problem: a man sitting in a train which is travelling at 50 kmph observes that a goods train, travelling in opposite direction, takes 9 seconds to pass him. if the goods train is 280 m long, find its speed ?
Options: a. 52 kmph., b. 62 kmph., c. 72 kmph., d. 80 kmph., e. none
Output: b
Problem: the average of 10 numbers is 7. if each number is multiplied by 12, then the average of new set of numbers is
Options: a. 28, b. 236, c. 288, d. 84, e. 26
Output: d
Problem: a train 500 m long can cross an electric pole in 50 sec and then find the speed of the train ?
Options: a. 76 kmph, b. 54 kmph, c. 72 kmph, d. 34 kmph, e. 36 kmph
Output: e
Problem: the length of a rectangle is increased by 40 % while its width is halved. what is the % change in area ?
Options: ['a. 25 %', 'b. 30 %', 'c. 50 %', 'd. 65 %', 'e. 70 %']
Output: b
Problem: if 5 x = 3 y and xy ≠ 0, what is the ratio of 1 / 5 * x to 1 / 6 * y ?
Options: a. 25 / 6, b. 36 / 25, c. 18 / 25, d. 5 / 6, e. 25 / 36
Output: c
Problem: a family pays $ 800 per year for an insurance plan that pays 70 percent of the first $ 1,000 in expenses and 100 percent of all medical expenses thereafter. in any given year, the total amount paid by the family will equal the amount paid by the plan when the family ' s medical expenses total how much ?
Options: a. $ 1,000, b. $ 1,200, c. $ 1,400, d. $ 1,800, e. $ 2,200
Output: c
Problem: for every integer n ≥ 3, the function g ( n ) is defined as the product of all the odd integers from 1 to n, inclusive. what is the value of g ( 101 ) – g ( 99 ) ?
Options: a. 0, b. 98, c. 99, d. 100, e. 90
Output: d
Problem: two trains of equal length are running on parallel lines in the same directions at 46 km / hr. and 36 km / hr. the faster trains pass the slower train in 72 seconds. the length of each train is :
Options: a. 82 m, b. 50 m, c. 72 m, d. 100 m, e. none of these
Output: d
Problem: a vendor bought toffees at 6 for a rupee. how many for a rupee must he sell to gain 30 % ?
Options: a. 1 / 2, b. 2 / 6, c. 3 / 6, d. 9 / 6, e. 15 / 2
Output: e
Problem: how many seconds will a train 140 meters long take to cross a bridge 150 meters long if the speed of the train is 36 kmph ?
Options: a. 28 sec, b. 29 sec, c. 24 sec, d. 25 sec, e. 26 sec
Output: b
Problem: a man swims downstream 96 km and upstream 64 km taking 4 hours each time; what is the speed of the current ?
Options: a. 6, b. 4, c. 2, d. 8, e. 5
Output: b
Problem: sophia finished 2323 of a book. she calculated that she finished 90 more pages than she has yet to read. how long is her book ?
Options: a. 140, b. 320, c. 745, d. 270, e. 350
Output: d
Problem: on her annual road trip to visit her family in seal beach, california, traci stopped to rest after she traveled 1 ⁄ 3 of the total distance and again after she traveled 1 ⁄ 4 of the distance remaining between her first stop and her destination. she then drove the remaining 300 miles and arrived safely at her destination. what was the total distance, in miles, from traci ’ s starting point to seal beach ?
Options: a. 600, b. 300, c. 350, d. 400, e. 550
Output: a
Problem: if 5 x = 6 y and xy ≠ 0, what is the ratio of 1 / 4 * x to 1 / 6 * y ?
Options: a. 25 / 6, b. 36 / 25, c. 9 / 5, d. 5 / 6, e. 25 / 36
Output: c
Problem: the marks obtained by vijay and amith are in the ratio 4: 5 and those obtained by amith and abhishek in the ratio of 3: 4. the marks obtained by vijay and abhishek are in the ratio of ?
Options: a. 3: 4, b. 3: 5, c. 6: 5, d. 3: 6, e. 3: 8
Output: b
Problem: the length of a room is 5.5 m and width is 3.75 m. find the cost of paying the floor by slabs at the rate of rs. 1200 per sq. metre.
Options: a. rs. 15,000, b. rs. 24,750, c. rs. 15,600, d. rs. 16,500, e. none
Output: b
Problem: a man sitting in a train which is travelling at 80 kmph observes that a goods train, travelling in opposite direction, takes 9 seconds to pass him. if the goods train is 280 m long, find its speed ?
Options: a. 52 kmph., b. 62 kmph., c. 72 kmph., d. 80 kmph., e. 32 kmph.
Output: e
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 minute each, how soon will the tank be filled ?
Options: a. 2 hours, b. 4 hours, c. 1 hour 30 min, d. 5 hours, e. 6 hours
Output: c
Problem: how many zeroes are there at the end of the number n, if n = 70 ! + 140 ! ?
Options: a. 8, b. 12, c. 16, d. 20, e. 24
Output: c
Problem: x can finish a work in 25 days. y can finish the same work in 20 days. y worked for 12 days and left the job. how many days does x alone need to finish the remaining work ?
Options: a. 2, b. 5, c. 6, d. 7, e. 8
Output: e
Problem: a, b and c invested rs. 6000, rs. 7200 and rs. 10800 respectively, in a partnership business. find the share of c in profit of rs. 19000 after a year ?
Options: a. 3630, b. 5580, c. 19000, d. 8550, e. 6000
Output: d
Problem: if 15 percent of the students at a certain school went to a camping trip and took more than $ 100, and 75 percent of the students who went to the camping trip did not take more than $ 100, what percentage of the students at the school went to the camping trip ?
Options: a. 95, b. 90, c. 85, d. 80, e. 60
Output: e
Problem: an object thrown directly upward is at a height of h feet after t seconds, where h = - 14 ( t - 3 ) ^ 2 + 150. at what height, in feet, is the object 2 seconds after it reaches its maximum height ?
Options: a. 80, b. 88, c. 94, d. 112, e. 124
Output: c
Problem: a man spends 2 / 5 of his salary on house rent, 3 / 10 of his salary on food and 1 / 8 of his salary on convenience he has rs. 1400 left with him, find his expenditure on food and conveyance.
Options: a. 1000, b. 3000, c. 4000, d. 2000, e. 5000
Output: a
Problem: how many cones of radius 4 m, height 2 m can be formed from a cylinder of 12 m radius, 10 m height :
Options: ['a. 135', 'b. 125', 'c. 145', 'd. 115', 'e. 155']
Output: a
Problem: the denominator of a fraction is 7 greater than the numerator. if the numerator and the denominator are increased by 4, the resulting fraction is equal to 5 â  „ 6. what is the value of the original fraction ?
Options: a. 23 / 30, b. 25 / 32, c. 31 / 38, d. 37 / 44, e. 47 / 54
Output: c
Problem: the average of 11 numbers is 500. out of 11 numbers the average of first 6 no. is 50, and last 6 numbers is 60 then find 6 th number ?
Options: a. 95, b. 80, c. 110, d. 120, e. 72
Output: c
Problem: 70 is increased by 50 %. find the final number.
Options: a. 100, b. 110, c. 105, d. 30, e. 160
Output: c
Problem: in a group of 8 semifinalists, all but 2 will advance to the final round. if in the final round only the top 3 will be awarded medals, then how many groups of medal winners are possible ?
Options: a. 20, b. 56, c. 120, d. 560, e. 720
Output: b
Problem: martha has the unique talent of being able to guess other people ’ s height and weight. for every 6 people that martha meets, she consistently guesses the people ’ s correct height 5 times, and for every 8 people that she meets, she consistently guesses the people ’ s correct weight 6 times. if martha meets 3 people and her success rate remains constant, what is the probability that martha correctly guesses a person ’ s weight and height at least once ?
Options: a. 8 / 27, b. 2 / 5, c. 485 / 512, d. 98 / 125, e. 625 / 952
Output: c
Problem: the ratio of the number of red cars in a certain parking lot to the number of black cars is 3 to 8. if there are 90 black cars in the lot, how many red cars are there in the lot ?
Options: a. 11, b. 33, c. 24, d. 27, e. 32
Output: b
Problem: ages of two persons differ by 20 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. 14,30, c. 16,36, d. 18,34, e. 19,34
Output: c
Problem: a bag contains 12 red marbles. if someone were to remove 2 marbles from the bag, one at a time, and replace the first marble after it was removed, the probability that neither marble would be red is 25 / 36. how many marbles are in the bag ?
Options: a. 24, b. 48, c. 60, d. 72, e. 84
Output: b
Problem: a bowl was filled with 10 ounces of water, and 0.004 ounce of the water evaporated each day during a 50 - day period. what percent of the original amount of water evaporated during this period ?
Options: a. 0.004 %, b. 0.04 %, c. 0.40 %, d. 2 %, e. 40 %
Output: d
Problem: of the families in city x in 1994, 35 percent owned a personal computer. the number of families in city x owning a computer in 1998 was 20 percent greater than it was in 1994, and the total number of families in city x was 4 percent greater in 1998 than it was in 1994. what percent of the families in city x owned a personal computer in 1998 ?
Options: a. 50.12 %, b. 40.52 %, c. 40.56 %, d. 40.38 %, e. 40.14 %
Output: d
Problem: the surface area of a sphere is same as the curved surface area of a right circular cylinder whose height and diameter are 12 cm each. the radius of the sphere is
Options: a. 3 cm, b. 4 cm, c. 6 cm, d. 8 cm, e. none
Output: c
Problem: the area of a parallelogram is 72 sq m and its base is 12 m. then the length of the height is ?
Options: a. 6 m, b. 7 m, c. 60 m, d. 13 m, e. none
Output: a
Problem: a fort had provision of food for 150 men for 45 days. after 15 days, 10 men left the fort. the number of days for which the remaining food will last, is :
Options: a. 32, b. 37 1 / 4, c. 42, d. 54, e. 45
Output: a
Problem: the sum of the ages of 5 children born at the intervals of 3 year each is 60 year. what is the age of the youngest child ?
Options: a. 4 year, b. 6 year, c. 10 year, d. none of these, e. 9 year
Output: b
Problem: a set of pictures of butterflies contains 10 pictures. jim bought 3 of the pictures. if 2 pictures are to be picked out from the 10 pictures, what is the probability that both pictures are not those that were already bought by jim ?
Options: a. 14 / 15, b. 3 / 5, c. 6 / 13, d. 7 / 15, e. 7 / 10
Output: d