Lots-of-LoRAs/task1422_mathqa_physics huggingface dataset:
Input: Problem: two concentric circles form a ring . the inner and outer circumference of the ring are 352 / 7 m and 528 / 7 m respectively . find the width of the ring . 
Options: ['a ) 2', 'b ) 4', 'c ) 5', 'd ) 6', 'e ) 78']
Output: b
Input: Problem: the sum of 2 consecutive numbers is definitely : 
Options: a ) positive . , b ) divisible by 2 . , c ) divisible by 3 . , d ) divisible by 4 . , e ) divisible by 5 .
Output: a
Input: Problem: jack and jill are marathon runners . jack can finish a marathon ( 42 km ) in 6 hours and jill can run a marathon in 4.2 hours . what is the ratio of their average running speed ? ( jack : jill ) 
Options: a ) 7 / 10 , b ) 15 / 14 , c ) 4 / 5 , d ) 5 / 4 , e ) can not be determined
Output: a
Input: Problem: excluding stoppages , the speed of a train is 67 kmph and including stoppages it is 51 kmph . of how many minutes does the train stop per hour ? 
Options: a ) 82 , b ) 17 , c ) 14 , d ) 82 , e ) 18
Output: c
Input: Problem: a 300 meter long train running at the speed of 120 kmph crosses another train running in the opposite direction at the speed of 80 kmph in 9 seconds . what is the lenght of other train . 
Options: a ) 210 m , b ) 220 m , c ) 230 m , d ) 240 m , e ) 200 m
Output: e
Input: Problem: one copy machine can make 30 copies a minute , and a second copy machine makes 15 copies a minute . if the two copiers work together , how long would it take them to make 900 copies ? 
Options: a ) 15 minutes , b ) 20 minutes , c ) 25 minutes , d ) 30 minutes , e ) 35 minutes
Output: b
Input: Problem: two dogsled teams raced across a 300 mile course in wyoming . team a finished the course in 3 fewer hours than team t . if team a ' s average speed was 5 mph greater than team t ' s , what was team t ' s average mph ? 
Options: a ) 12 , b ) 15 , c ) 18 , d ) 20 , e ) 25
Output: d
Input: Problem: a and b can together finish a work in 40 days . they worked together for 10 days and then b left . after another 9 days , a finished the remaining work . in how many days a alone can finish the job ? 
Options: a ) 12 , b ) 25 , c ) 60 , d ) 30 , e ) 20
Output: a
Input: Problem: a man traveled a total distance of 1800 km . he traveled one - third of the whole trip by plane and the distance traveled by train is three - fifth of the distance traveled by bus . if he traveled by train , plane and bus , then find the distance traveled by bus ? 
Options: a ) 239 , b ) 247 , c ) 277 , d ) 270 , e ) 898
Output: d
Input: Problem: a and b can finish a work in 10 days while a alone can do the same work in 20 days . in how many days b alone will complete the work ? 
Options: a ) 20 days , b ) 48 days , c ) 98 days , d ) 31 days , e ) 22 days
Output: a
Input: Problem: a and b can do a piece of work in 4 2 / 3 days and 5 days respectively . they work together for 1 days and then a leaves . in how many days after that b will complete the work alone . 
Options: a ) 3.92 days , b ) 1.92 days , c ) 2.12 days , d ) 2.02 days , e ) 2.92 days
Output: e
Input: Problem: there are two cars . one is 100 miles north of the other . simultaneously , the car to the north is driven westward at 10 miles per hour and the other car is driven eastward at 15 miles per hour . how many miles apart are the cars after 3 hours ? 
Options: a ) 125 , b ) 150 , c ) 200 , d ) 225 , e ) 250
Output: a
Input: Problem: p and q can complete a work in 10 days and 6 days respectively . p alone started the work and q joined him after 2 days till the completion of the work . how long did the work last ? 
Options: a ) 5 days , b ) 10 days , c ) 14 days , d ) 22 days , e ) 26 days
Output: a
Input: Problem: a group of men decided to do a work in 40 days , but 5 of them became absent . if the rest of the group did the work in 60 days , find the original number of men ? 
Options: a ) 60 , b ) 15 , c ) 40 , d ) 10 , e ) 25
Output: b
Input: Problem: if teena is driving at 55 miles per hour and is currently 7.5 miles behind roe , who is driving at 40 miles per hour in the same direction then in how many minutes will teena be 15 miles ahead of roe ? 
Options: a ) 15 , b ) 60 , c ) 75 , d ) 90 , e ) 105
Output: d
Input: Problem: a train 124 m long running at 68 kmph crosses a platform in 19 sec . what is the length of the platform ? 
Options: a ) 338 , b ) 234 , c ) 240 , d ) 881 , e ) 271
Output: b
Input: Problem: it takes avery 3 hours to build a brick wall while tom can do it in 4 hours . if the two start working together and after an hour avery leaves , how much time will it take tom to complete the wall on his own ? 
Options: a ) 25 minutes . , b ) 55 minutes . , c ) 1 hour and 41 minutes , d ) 1 hour and 35 minutes , e ) 1 hour and 20 minutes
Output: c
Input: Problem: the distance between two cities a and b is 870 km . a train starts from a at 8 a . m . and travel towards b at 60 km / hr . another train starts from b at 9 a . m and travels towards a at 75 km / hr . at what time do they meet ? 
Options: a ) 09 pm , b ) 07 pm , c ) 03 pm , d ) 05 am , e ) 03 am
Output: c
Input: Problem: if 36 men can do a piece of work in 5 hours , in how many hours will 15 men do it ? 
Options: a ) 12 , b ) 38 , c ) 60 , d ) 88 , e ) 72
Output: a
Input: Problem: if 7 persons can do 7 times of a particular work in 7 days , then , 9 persons can do 9 times of that work in ? 
Options: a ) 3 days , b ) 8 days , c ) 9 days , d ) 11 days , e ) 7 days
Output: e
Input: Problem: a train passes a platform in 30 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 ) 150 meter , b ) 240 meter , c ) 200 meter , d ) 260 meter , e ) none of these
Output: a
Input: Problem: a 200 meter long train crosses a man standing on the platform in 9 sec . what is the speed of the train ? 
Options: a ) 228 , b ) 108 , c ) 1266 , d ) 188 , e ) 80
Output: e
Input: Problem: two trains of length 100 meters and 200 meters are 660 meters apart . they are moving towards each other on parallel tracks , at speeds of 90 km / h and 108 km / h . after how many seconds will the trains meet ? 
Options: a ) 12 , b ) 14 , c ) 16 , d ) 18 , e ) 20
Output: a
Input: Problem: a man misses a bus by 40 minutes if he travels at 30 kmph . if he travels at 40 kmph , then also he misses the bus by 10 minutes . what is the minimum speed required to catch the bus on time ? 
Options: a ) 22 , b ) 45 , c ) 66 , d ) 88 , e ) 12
Output: b
Input: Problem: sides of a rectangular park are in the ratio 3 : 2 and its area is 3750 sq m , the cost of fencing it at 80 ps per meter is ? 
Options: a ) 287 , b ) 369 , c ) 125 , d ) 200 , e ) 361
Output: d
Input: 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
Input: Problem: a , b , c , d and e are 5 consecutive points on a straight line . if bc = 2 cd , de = 7 , ab = 5 and ac = 11 , what is the length of ae ? 
Options: a ) 19 , b ) 21 , c ) 23 , d ) 25 , e ) 27
Output: b
Input: Problem: train starts from amritsar to bombay at 9 am . it reaches destination after 3 days at 9 : 30 am . every day a train starts . how many trains does it come across on the way ? 
Options: a ) 5 th , b ) 4 th , c ) 6 th , d ) 7 th , e ) 8 th
Output: b
Input: Problem: speed of a boat in standing water is 16 kmph and the speed of the stream is 2 kmph . a man rows to a place at a distance of 7740 km and comes back to the starting point . the total time taken by him is : 
Options: a ) 914.2 hours , b ) 900 hours , c ) 915 hours , d ) 982.9 hours , e ) 915 hours
Output: d
Input: Problem: the area of a sector of a circle of radius 5 cm formed by an arc of length 4 cm is ? 
Options: a ) 8.78 , b ) 8.67 , c ) 8.75 , d ) 10 , e ) 8.28
Output: d
Input: Problem: nd the area of trapezium whose parallel sides are 20 cm and 18 cm long , and the distance between them is 15 cm ? 
Options: ['a ) 766 cm 2', 'b ) 535 cm 2', 'c ) 285 cm 2', 'd ) 324 cm 2', 'e ) 235 cm 2']
Output: c
Input: Problem: a can give b 150 meters start and c 300 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 ) 111.11 , e ) 176.47
Output: e
Input: Problem: the sector of a circle has radius of 28 cm and central angle 135 o . find its perimeter ? 
Options: a ) 122 cm , b ) 92.2 cm , c ) 28.9 cm , d ) 29.2 cm , e ) 98.2 cm
Output: a
Input: Problem: it is currently 9 : 53 pm . what time was it in the morning exactly 149,061 minutes ago ? 
Options: a ) 9 : 12 , b ) 9 : 18 , c ) 9 : 26 , d ) 9 : 32 , e ) 9 : 38
Output: d
Input: Problem: if an object travels at ten feet per second , how many feet does it travel in one hour ? 
Options: a ) 34880 , b ) 37780 , c ) 36000 , d ) 18000 , e ) 28810
Output: c
Input: Problem: a man started driving at a constant speed , from the site of a blast , the moment he heard the blast . he heard a second blast after a time of 30 mins and 24 seconds . if the second blast occurred exactly 30 mins after the first , how many meters was he from the site when he heard the second blast ? ( speed of sound = 330 m / s ) 
Options: a ) 6810 , b ) 7920 , c ) 9030 , d ) 10,140 , e ) 11,250
Output: b
Input: Problem: a train 150 m long crosses a platform 130 m long in 20 sec ; find the speed of the train ? 
Options: a ) 50 , b ) 60 , c ) 55 , d ) 45 , e ) 53
Output: a
Input: Problem: a goods train runs at a speed of 72 kmph and crosses a 260 m long platform in 26 seconds . what is the length of the goods train ? 
Options: a ) 230 m , b ) 240 m , c ) 260 m , d ) 270 m , e ) 250 m
Output: c
Input: Problem: two trains running in opposite directions cross a man standing on the platform in 27 seconds and 17 seconds respectively . if they cross each other in 21 seconds , what is the ratio of their speeds ? 
Options: a ) 1 : 3 , b ) 3 : 1 , c ) 2 : 3 , d ) 3 : 2 , e ) 3 : 4
Output: c
Input: Problem: how many seconds will a 600 meter 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 ) 700 , b ) 288 , c ) 500 , d ) 277 , e ) 121
Output: a
Input: Problem: during a given week a programmer spends 1 / 4 of his time preparing flow chart , 3 / 8 of his time coding and the rest of the time in debugging the programs . if he works 48 hours during the week , how many hours did he spend debugging the program . 
Options: a ) 15 hrs , b ) 16 hrs , c ) 18 hrs , d ) 19 hrs , e ) 17 hrs
Output: c
Input: Problem: a man can row 6 kmph in still water . when the river is running at 1.2 kmph , it takes him 1 hour to row to a place and back . what is the total distance traveled by the man ? 
Options: a ) 7.76 kms , b ) 8.76 kms , c ) 5.76 kms , d ) 3.76 kms , e ) 4.76 kms
Output: c
Input: Problem: a 600 meter long train crosses a signal post in 20 seconds . how long will it take to cross a 3 kilometer long bridge , at the same speed ? 
Options: a ) 4 min , b ) 2 min , c ) 8 min , d ) 9 min , e ) 5 min
Output: b
Input: Problem: courtyard 3.78 meters long 5.95 meters wide is to be paved exactly with square tiles , all of the same size . what is the largest size of the tile which could be used for the purpose ? 
Options: a ) 22 , b ) 77 , c ) 877 , d ) 99 , e ) 88
Output: b
Input: Problem: let a be the event that a randomly selected two digit number is divisible by 3 and let b be the event that a randomly selected two digit number is divisible by 2 . what is p ( a and b ) ? 
Options: a ) 1 / 8 , b ) 1 / 6 , c ) 1 / 5 , d ) 1 / 3 , e ) 1 / 2
Output: b
Input: Problem: a car traveling at a certain constant speed takes 5 seconds longer to travel 1 km than it would take to travel 1 km at 60 km / hour . at what speed , in km / hr , is the car traveling ? 
Options: a ) 70 , b ) 72 , c ) 74 , d ) 75 , e ) 55
Output: e
Input: Problem: a boat covers a certain distance downstream in 1 hour , while it comes back in 1.30 hours . if the speed of the stream be 3 kmph , what is the speed of the boat in still water ? 
Options: a ) 10 , b ) 13 , c ) 11 , d ) 08 , e ) 15
Output: e
Input: Problem: a train running at the speed of 52 km / hr crosses a pole in 18 seconds . what is the length of the train ? 
Options: a ) 120 metres , b ) 180 metres , c ) 260 metres , d ) 150 metres , e ) 100 meters
Output: c
Input: Problem: two trains of equal length , running with the speeds of 60 and 40 kmph , take 55 seconds to cross each other while they are running in the same direction . what time will they take to cross each other if they are running in opposite directions ? 
Options: a ) 10 sec , b ) 16 sec , c ) 13 sec , d ) 67 sec , e ) 11 sec
Output: e
Input: Problem: mr . shah decided to walk down the escalator of a tube station . he found â that if he walks down 26 steps , he requires 30 seconds to reach the bottom . however , if he steps down 34 stairs he would only require 18 seconds to get to the bottom . if the time is measured from the moment the top step begins â to descend to the time he steps off the last step at the bottom , find out the height of the stair way in steps ? 
Options: a ) 44 , b ) 45 , c ) 46 , d ) 47 , e ) 48
Output: c
Input: Problem: a train is 300 meter long is running at a speed of 54 km / hour . in what time will it pass a tunnel of 1200 meter length ? 
Options: a ) 90 seconds , b ) 85 seconds , c ) 40 seconds , d ) 100 seconds , e ) 120 seconds
Output: d
Input: Problem: a car takes 6 hours to cover a distance of 324 km . how much should the speed in kmph be maintained to cover the same direction in 3 / 2 th of the previous time ? 
Options: a ) 50 kmph , b ) 60 kmph , c ) 65 kmph , d ) 36 kmph , e ) none
Output: d
Input: Problem: two passenger trains start at the same hour in the day from two different stations and move towards each other at the rate of 28 kmph and 21 kmph respectively . when they meet , it is found that one train has traveled 60 km more than the other one . the distance between the two stations is ? 
Options: a ) 457 km , b ) 444 km , c ) 547 km , d ) 588 km , e ) 653 km
Output: d
Input: 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
Input: Problem: there is a point p on the circle . a and b started running in two constant different speeds . a in clockwise and b in anti - clockwise . first time 500 m in clockwise from p then 400 anti - clockwise . if b is yet to complete one round , what is the circumference of the circle ? 
Options: a ) 700 , b ) 800 , c ) 900 , d ) 1000 , e ) 1100
Output: a
Input: Problem: the inner circumference of a circular race track , 14 m wide , is 440 m . find radius of the outer circle . 
Options: ['a ) 84', 'b ) 86', 'c ) 82', 'd ) 80', 'e ) none of them']
Output: a
Input: Problem: a , b and c , each working alone can complete a job in 6 , 8 and 12 days respectively . if all three of them work together to complete a job and earn $ 2200 , what will be c ' s share of the earnings ? 
Options: a ) $ 488.9 , b ) $ 480.9 , c ) $ 588.9 , d ) $ 680.9 , e ) $ 788.9
Output: a
Input: Problem: x and y can do a piece of work in 20 days and 12 days respectively . x started the work alone and then after 4 days y joined him till the completion of the work . how long did the work last ? 
Options: a ) 6 days , b ) 10 days , c ) 15 days , d ) 16 days , e ) 20 days
Output: b
Input: Problem: the walker walking at a constant rate of 4 miles per hour is passed by a cyclist traveling in the same direction along the same path at 20 miles per hour . the cyclist stops to wait for the hiker 5 minutes after passing her , while the walker continues to walk at her constant rate , how many minutes must the cyclist wait until the walker catches up ? 
Options: a ) 16 , b ) 18 , c ) 20 , d ) 22 , e ) 24
Output: c
Input: Problem: the ratio between the length and the breadth of a rectangular park is 3 : 2 . if a man cycling along the boundary of the park at the speed of 12 km / hr completes one round in 6 minutes , then the area of the park ( in sq . m ) is : 
Options: a ) 153601 , b ) 153600 , c ) 86400 , d ) 153603 , e ) 153604
Output: c
Input: Problem: a salt solution contains 15 grams of salt per 1000 cubic centimeters of solution . if 25 cubic centimeters of the solution were poured into an empty container , how many grams of salt would be in the container ? 
Options: ['a ) 0.550', 'b ) 0.350', 'c ) 0.450', 'd ) 0.700', 'e ) 0.375']
Output: e
Input: Problem: a digital wristwatch was set accurately at 8.30 a . m and then lost 2 seconds every 5 minutes . what time was indicated on the watch at 6.30 p . m of the same day if the watch operated continuously that time ? 
Options: a ) 5.56 , b ) 5.58 , c ) 6.0 , d ) 6.23 , e ) 6.26
Output: e
Input: Problem: the length of a room is 5.5 m and width is 3.75 m . find the cost of paving the floor by slabs at the rate of rs . 1200 per sq . metre . 
Options: a ) rs . 15000 , b ) rs . 15550 , c ) rs . 24750 , d ) rs . 16500 , e ) none of these
Output: c
Input: Problem: two dogsled teams raced across a 300 - mile course in wyoming . team a finished the course in 3 fewer hours than did team b . if team a ’ s average speed was 5 miles per hour greater than that of team b , what was team b ’ s average speed , in miles per hour ? 
Options: a ) 12 , b ) 15 , c ) 18 , d ) 20 , e ) 25
Output: d
Input: Problem: four 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 10 days ? 
Options: a ) 5 , b ) 3 , c ) 4 , d ) 6 , e ) 1
Output: c
Input: Problem: a hollow iron pipe is 42 cm long and its external diameter is 8 cm . if the thickness of the pipe is 1 cm and iron weighs 3 g / cm 3 , then the weight of the pipe is : 
Options: a ) 2.172 kg , b ) 2.272 kg , c ) 2.282 kg , d ) 2.992 kg , e ) 2.772 kg
Output: e
Input: Problem: eight identical machines can produce 360 aluminum cans per hour . if all of the machines work at the same constant rate , how many cans could 5 such machines produce in 7 hours ? 
Options: a ) 675 , b ) 750 , c ) 1,800 , d ) 5,900 , e ) 1,575
Output: e
Input: 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
Input: Problem: a man can row 6 kmph in still water . when the river is running at 1.2 kmph , it takes him 1 hour to row to a place and back . how far is the place ? 
Options: a ) 2.29 , b ) 2.88 , c ) 2.2 , d ) 2.12 , e ) 2.14
Output: b
Input: Problem: in a dairy farm , 55 cows eat 55 bags of husk in 55 days . in how many days one cow will eat one bag of husk ? 
Options: a ) 34 days , b ) 40 days , c ) 46 days , d ) 50 days , e ) 55 days
Output: e
Input: Problem: a train of length l is traveling at a constant velocity and passes a pole in t seconds . if the same train travelling at the same velocity passes a platform in 4 t seconds , then what is the length of the platform ? 
Options: a ) 0.5 l , b ) l , c ) 1.5 l , d ) 2 l , e ) 3 l
Output: e
Input: Problem: 15 men take 21 days of 8 hrs . each to do a piece of work . how many days of 9 hrs . each would it take for 21 women if 3 women do as much work as 2 men ? 
Options: a ) 30 , b ) 20 , c ) 19 , d ) 29 , e ) 39
Output: b
Input: Problem: alice can bake a pie in 5 minutes . bob can bake a pie in 6 minutes . compute how many more pies alice can bake than bob in 60 minutes . 
Options: a ) 1 , b ) 2 , c ) 3 , d ) 4 , e ) 5
Output: b
Input: Problem: a hiker walking at a constant rate of 5 kilometers per hour is passed by a cyclist travelling in the same direction along the same path at a constant rate of 25 kilometers per hour . the cyclist stops and waits for the hiker 5 minutes after passing her while the hiker continues to walk at her constant rate . how many minutes must the cyclist wait until the hiker catches up ? 
Options: a ) 10 , b ) 15 , c ) 20 , d ) 25 , e ) 30
Output: c
Input: Problem: ron cycles his way up on a hill side and back . he takes the exact same route both ways . on the trip out he cycles an average speed of 5 miles per hour . on the trip back , downhill cycling at an average speed of 100 miles per hour , he is quick to return back . what is his approximate average speed for the round trip in miles per hour ? 
Options: a ) 8 , b ) 9.52 , c ) 10 , d ) 11.7 , e ) 20
Output: b
Input: Problem: a train with 1200 m crosses a tree in 120 sec , how much time will i take to pass a platform 700 m long ? 
Options: a ) 150 sec , b ) 130 sec , c ) 190 sec , d ) 200 sec , e ) 100 sec
Output: c
Input: Problem: if m and n are positive integers and n ≠ 1 , then mn ( n − 1 ) is 
Options: a ) m - n , b ) m + n , c ) mn , d ) mn ^ 2 - mn , e ) mn ^ 2
Output: d
Input: Problem: the speed of a boat in still water in 65 km / hr and the rate of current is 15 km / hr . the distance travelled downstream in 25 minutes is : 
Options: a ) 55.55 km , b ) 44.44 km , c ) 33.33 km , d ) 22.22 km , e ) 11.11 km
Output: c
Input: Problem: a and b complete a work in 4 days . a alone can do it in 6 days . if both together can do the work in how many days ? 
Options: a ) 3.75 days , b ) 3.7 days , c ) 3.6 days , d ) 2.4 days , e ) 5.75 days
Output: d
Input: Problem: p , q and r together earn rs . 1620 in 9 days . p and r can earn rs . 600 in 5 days . q and r in 7 days can earn rs . 910 . how much amount does r can earn per day ? 
Options: a ) rs . 40 , b ) rs . 70 , c ) rs . 90 , d ) rs . 100 , e ) rs . 120
Output: b
Input: Problem: if 3 people a , b , c can do a work simultaneously in 6 days . a and b can do work in 10 days . b and c can do work in 15 days . c and a can do the same work in 20 days . in how many days that a can complete the same work alone ? 
Options: a ) 20 , b ) 25 , c ) 30 , d ) 24 , e ) 19
Output: d
Input: Problem: a train passes a platform in 18 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 ) 120 , b ) 250 , c ) 260 , d ) 230 , e ) 220
Output: a
Input: Problem: pipe a that can fill a tank in an hour and pipe b that can fill the tank in half an hour are opened simultaneously when the tank is empty . pipe b is shut 10 minutes before the tank overflows . when will the tank overflow ? 
Options: a ) 37 mins , b ) 35 mins , c ) 40 mins , d ) 32 mins , e ) 36 mins
Output: a
Input: Problem: a train takes 10 sec to pass a signal post and covers a distance of 10 km in 15 min . find the length of train ? 
Options: a ) 100.1 m , b ) 223.1 m , c ) 111.1 m , d ) 120.3 m , e ) 133.4 m
Output: c
Input: Problem: a birthday child reaches into a bag filled with toys ( 1 yo - yo , 1 ball , 1 whistle , and 1 box crayons ) . if the child randomly picks 3 toys , what is the probability the child will pick the yo - yo and a ball as two of the 3 toys ? 
Options: a ) 1 / 3 , b ) 1 / 2 , c ) 1 / 4 , d ) 1 / 5 , e ) 2 / 5
Output: b
Input: Problem: a train 100 m long crosses a platform 100 m long in 12 sec ; find the speed of the train ? 
Options: a ) 60 kmph , b ) 65 kmph , c ) 54 kmph , d ) 16 kmph , e ) 18 kmph
Output: a
Input: Problem: a river boat leaves silver town and travels upstream to gold town at an average speed of 3 kilometers per hour . it returns by the same route at an average speed of 7 kilometers per hour . what is the average speed for the round - trip in kilometers per hour ? 
Options: a ) 4.2 , b ) 7.1 , c ) 7.2 , d ) 7.5 , e ) 8.0
Output: a
Input: Problem: a car traveling at a certain constant speed takes 2 seconds longer to travel 1 kilometer than it would take to travel 1 kilometer at 60 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ? 
Options: a ) 59 , b ) 57 , c ) 59.5 , d ) 58 , e ) 55.5
Output: d
Input: Problem: the speed at which a man can row a boat in still water is 15 kmph . if he rows downstream , where the speed of current is 3 kmph , what time will he take to cover 90 metres ? 
Options: a ) 16 seconds , b ) 76 seconds , c ) 26 seconds , d ) 12 seconds , e ) 18 seconds
Output: e