Lots-of-LoRAs/task1422_mathqa_physics huggingface dataset:
Input: Problem: aaron will jog from home at 5 miles per hour and then walk back home by the same route at 10 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 ) 15 , b ) 18 , c ) 10 , d ) 12 , e ) 14
Output: c
Input: Problem: a and b together can do a piece of work in 3 days . if a alone can do the same work in 20 days , then b alone can do the same work in ? 
Options: a ) 0.28 days , b ) 0.45 days , c ) 0.55 days , d ) 0.25 days , e ) 0.15 days
Output: a
Input: Problem: a person walks at a speed of 4 km / hr and runs at a speed of 8 km / hr . how many hours will the person require to cover a distance of 4 km , if the person completes half of the distance by walking and the other half by running ? 
Options: a ) 0.25 , b ) 0.5 , c ) 0.75 , d ) 1 , e ) 1.25
Output: c
Input: Problem: a cistern is normally filled in 4 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 ) 12 hours
Output: e
Input: Problem: a snail , climbing a 24 feet high wall , climbs up 4 feet on the first day but slides down 2 feet on the second . it climbs 4 feet on the third day and slides down again 2 feet on the fourth day . if this pattern continues , how many days will it take the snail to reach the top of the wall ? 
Options: a ) 12 , b ) 16 , c ) 17 , d ) 20 , e ) 21
Output: e
Input: Problem: a person travels equal distances with speeds of 2 km / hr , 6 km / hr , 6 km / hr . and takes a total time of 11 minutes . find the total distance ? 
Options: a ) 1 km , b ) 500 mts , c ) 660 mts , d ) 2 km , e ) 250 mts
Output: c
Input: Problem: a train crosses a platform of 180 m in 15 sec , same train crosses another platform of length 250 m in 20 sec . then find the length of the train ? 
Options: a ) 30 , b ) 887 , c ) 167 , d ) 197 , e ) 161
Output: a
Input: Problem: a can complete a project in 20 days and b can complete the same project in 30 days . if a and b start working on the project together and a quits 10 days before the project is completed , in how many days will the project be completed ? 
Options: a ) 18 days , b ) 27 days , c ) 26.67 days , d ) 16 days , e ) 12 days
Output: a
Input: Problem: how many seconds will a 400 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 ) 287 , b ) 288 , c ) 900 , d ) 277 , e ) 121
Output: c
Input: Problem: a train 125 m long passes a man , running at 5 km / hr in the same direction in which the train is going , in 10 seconds . the speed of the train is : 
Options: a ) 10 km / hr , b ) 50 km / hr , c ) 14 km / hr , d ) 17 km / hr , e ) 77 km / hr
Output: b
Input: 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 12 kilometers by car . what is the distance , in kilometers , from the dormitory to the city ? 
Options: a ) 30 , b ) 45 , c ) 60 , d ) 90 , e ) 120
Output: d
Input: Problem: a train 250 m long running at 72 kmph crosses a platform in 20 sec . what is the length of the platform ? 
Options: a ) 150 m , b ) 200 m , c ) 250 m , d ) 270 m , e ) 300 m
Output: a
Input: Problem: a train crosses a platform of 150 m in 15 sec , same train crosses another platform of length 250 m in 20 sec . then find the length of the train ? 
Options: a ) 150 m , b ) 188 m , c ) 267 m , d ) 268 m , e ) 287 m
Output: a
Input: Problem: john bought 9.25 m of cloth for $ 416.25 . find the cost price per metre . 
Options: a ) 46 , b ) 47 , c ) 45 , d ) 56 , e ) 54
Output: c
Input: Problem: johnny makes $ 3.25 per hour at his work . if he works 8 hours , how much money will he earn ? 
Options: a ) $ 30 , b ) $ 54 , c ) $ 26 , d ) $ 12 , e ) $ 9.60
Output: c
Input: Problem: if jack walked 7 miles in 1 hour and 15 minutes , what was his rate of walking in miles per hour ? 
Options: a ) 4 , b ) 4.5 , c ) 5.6 , d ) 6.25 , e ) 15
Output: c
Input: Problem: a boat can travel with a speed of 14 km / hr in still water . if the speed of the stream is 6 km / hr , find the time taken by the boat to go 72 km downstream . 
Options: a ) 4.25 hr , b ) 3.6 hr , c ) 8.25 hr , d ) 2.25 hr , e ) 2.50 hr
Output: b
Input: Problem: to fill a tank , 25 buckets of water is required . how many buckets of water will be required to fill the same tank if the capacity of bucket is reduced to two - fifth of its present ? 
Options: a ) 52.5 , b ) 62.5 , c ) 72.5 , d ) 82.5 , e ) 81.5
Output: b
Input: Problem: a pump can fill a tank with water in 6 hours . because of a leak , it took 12 hours to fill the tank . the leak can drain all the water in ? 
Options: a ) 12 hr , b ) 11 hr , c ) 13 hr , d ) 14 hr , e ) 16 hr
Output: a
Input: Problem: a man covers a distance on scooter . had he moved 3 kmph faster he would have taken 40 min less . if he had moved 2 kmph slower , he would have taken 40 min more . the distance is . 
Options: a ) 30 km , b ) 60 km , c ) 80 km , d ) 20 km , e ) 40 km
Output: e
Input: Problem: machine z takes 2 more hours than machine b to make 20 widgets . if working together , the machines can make 25 widgets in 3 hours , how long will it take machine z to make 40 widgets ? 
Options: a ) 5 , b ) 6 , c ) 8 , d ) 10 , e ) 12
Output: e
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 12 days , a finished the remaining work . in how many days a alone can finish the job ? 
Options: a ) 10 , b ) 25 , c ) 60 , d ) 16 , e ) 20
Output: d
Input: Problem: two trains start simultaneously from opposite ends of a 175 - km route and travel toward each other on parallel tracks . train x , traveling at a constant rate , completes the 175 - km trip in 4 hours . train y , travelling at a constant rate , completes the 175 - km trip in 3 hours . how many kilometers had train x traveled when it met train y ? 
Options: a ) 66 , b ) 69 , c ) 72 , d ) 75 , e ) 78
Output: d
Input: Problem: the top and bottom of a tower were seen to be at angles of depression 30 ° and 60 ° from the top of a hill of height 100 m . find the height of the tower 
Options: a ) 64.67 m , b ) 66.67 m , c ) 68.67 m , d ) 56.67 m , e ) 46.67 m
Output: b
Input: Problem: jim drove 384 miles of a 1200 miles journey . how many more miles does he need to drive to finish his journey ? 
Options: a ) 113 miles , b ) 432 miles , c ) 456 miles , d ) 816 miles , e ) 767 miles
Output: d
Input: Problem: . a car covers a distance of 495 km in 5 hours . find its speed ? 
Options: a ) 99 , b ) 100 , c ) 102 , d ) 288 , e ) 2761
Output: a
Input: Problem: on a trip , a cyclist averaged 9 miles per hour for the first 18 miles and 10 miles per hour for the remaining 12 miles . if the cyclist returned immediately via the same route and took a total of 7.2 hours for the round trip , what was the average speed ( in miles per hour ) for the return trip ? 
Options: a ) 6.9 , b ) 7.2 , c ) 7.5 , d ) 7.8 , e ) 8.1
Output: c
Input: Problem: two trains each 180 m in length are running on the same parallel lines in opposite directions with the speed of each 80 kmph . in what time will they cross each other completely ? 
Options: a ) 7.8 sec , b ) 8.1 sec , c ) 8.3 sec , d ) 8.2 sec , e ) 8.4 sec
Output: b
Input: Problem: george can do a piece of work in 8 hours . paul can do the same work in 10 hours , hari can do the same work in 12 hours . george , paul and hari start the same work at 9 am , while george stops at 11 am , the remaining two complete the work . what time will the work complete ? 
Options: a ) 12 : 00 pm , b ) 1 : 00 pm , c ) 2 : 00 pm , d ) 3 : 00 pm , e ) 4 : 00 pm
Output: b
Input: Problem: 69 persons can repair a road in 12 days , working 5 hours a day . in how many days will 30 persons , working 6 hours a day , complete the work ? 
Options: a ) 20 , b ) 23 , c ) 24 , d ) 25 , e ) 26
Output: b
Input: Problem: 36 men can complete a piece of work in 18 days . in how many days will 108 men complete the same work ? 
Options: a ) 24 , b ) 77 , c ) 6 , d ) 29 , e ) 21
Output: c
Input: Problem: dan can do a job alone in 12 hours . annie , working alone , can do the same job in just 9 hours . if dan works alone for 4 hours and then stops , how many hours will it take annie , working alone , to complete the job ? 
Options: a ) 2 , b ) 4 , c ) 6 , d ) 8 , e ) 10
Output: c
Input: Problem: a train 120 m long is running with a speed of 62 kmph . in what time will it pass a man who is running at 8 kmph in the same direction in which the train is going 
Options: a ) 5 sec , b ) 6 sec , c ) 7 sec , d ) 8 sec , e ) 9 sec
Output: d
Input: Problem: if daily wages of a man is 4 times to that of a woman , how many men should work for 25 days to earn rs . 14400 ? given that wages for 40 women for 30 days are rs . 21600 . 
Options: a ) 12 , b ) 4 , c ) 6 , d ) 8 , e ) 20
Output: d
Input: Problem: 20 beavers , working together in a constant pace , can build a dam in 3 hours . how many b hours will it take 12 beavers that work at the same pace , to build the same dam ? 
Options: a ) 2 . , b ) 4 . , c ) b = 5 . , d ) b = 6 . , e ) b = 8 .
Output: c
Input: Problem: tom and john traveled in the same direction along the equal route at their constant speed rates of 15 km per hour and 10 km per hour , respectively . after 15 minutes tom passed john , tom reaches a certain gas station , how many t minutes it takes john to reach the station ? 
Options: a ) 5 min , b ) 6 min , c ) 7 and 1 / 2 min , d ) 8 min , e ) 10 min
Output: c
Input: Problem: city a and city b are 140 miles apart . train c departs city a , heading towards city b , at 4 : 00 and travels at 40 miles per hour . train d departs city b , heading towards city a , at 5 : 00 and travels at 20 miles per hour . the trains travel on parallel tracks . at what time do the two trains meet ? 
Options: a ) 5 : 00 , b ) 5 : 30 , c ) 6 : 00 , d ) 6 : 30 , e ) 7 : 00
Output: e
Input: Problem: the length of the bridge , which a train 135 m long and traveling at 45 km / hr can cross in 30 sec is ? 
Options: a ) 235 , b ) 240 , c ) 245 , d ) 250 , e ) 255
Output: b
Input: Problem: a train of length 250 m crosses a bridge of length 150 m in 25 seconds . what is the speed of train ? 
Options: a ) 57.6 , b ) 27 , c ) 25 , d ) 22 , e ) 72
Output: a
Input: Problem: if 10 parallel lines in a plane is intersected by a family of another 8 parallel lines , how many parallelograms are there in the network thus formed ? 
Options: a ) 80 , b ) 63 , c ) 120 , d ) 160 , e ) 1260
Output: e
Input: Problem: 34 men can complete a piece of work in 18 days . in how many days will 17 men complete the same work ? 
Options: a ) 36 , b ) 26 , c ) 97 , d ) 26 , e ) 19
Output: a
Input: Problem: the sum of three consecutive numbers is 87 . the greatest among these three numbers is : 
Options: a ) 22 , b ) 24 , c ) 26 , d ) 30 , e ) 44
Output: d
Input: Problem: in one hour , a boat goes 21 km along the stream and 9 km against the stream . the speed of the boat in still water ( in km / hr ) is : 
Options: a ) 3 , b ) 5 , c ) 10 , d ) 9 , e ) 15
Output: e
Input: Problem: when working alone , painter w can paint a room in 2 hours , and working alone , painter x can paint the same room in e hours . when the two painters work together and independently , they can paint the room in 3 / 4 of an hour . what is the value of e ? 
Options: a ) 3 / 4 , b ) 1 [ 1 / 5 ] , c ) 1 [ 2 / 5 ] , d ) 1 [ 3 / 4 ] , e ) 2
Output: b
Input: Problem: a train running at the speed of 60 km / hr crosses a pole in 12 seconds . what is the length of the train ? 
Options: a ) 187 m , b ) 278 m , c ) 876 m , d ) 200 m , e ) 267 m
Output: d
Input: Problem: annika hikes at a constant rate of 12 minutes per kilometer . she has hiked 2.75 kilometers east from the start of a hiking trail when she realizes that she has to be back at the start of the trail in 51 minutes . if annika continues east , then turns around and retraces her path to reach the start of the trail in exactly 51 minutes , for how many kilometers total did she hike east ? 
Options: a ) 3.625 , b ) 3 , c ) 4.5 , d ) 4 , e ) 3.5
Output: e
Input: Problem: it costs $ 3 for the first 1 / 3 hour to use the laundry machine at the laundromat . after the first ¼ hour it costs $ 12 per hour . if a certain customer uses the laundry machine for 2 hours and 35 minutes , how much will it cost him ? 
Options: a ) $ 30 . , b ) $ 31 , c ) $ 32 . , d ) $ 33 . , e ) $ 34 .
Output: c
Input: Problem: a can finish a work in 18 days and b can do the same work in 15 days . b worked for 10 days and left the job . in how many days , a alone can finish the remaining work ? 
Options: a ) 5 , b ) 5 1 / 2 , c ) 6 , d ) 8 , e ) none of these
Output: c
Input: Problem: find the area of trapezium whose parallel sides are 20 cm and 18 cm long , and the distance between them is 15 cm ? 
Options: a ) 288 , b ) 276 , c ) 285 , d ) 299 , e ) 261
Output: c
Input: Problem: a truck covers a distance of 200 metres in 1 minute whereas a bus covers a distance of 100 kms in 50 minutes . the ratio of their speeds is ? 
Options: a ) 2 : 3 , b ) ratio 1 : 5 , c ) ratio 1 : 10 , d ) ratio 9 : 13 , e ) ratio 7 : 15
Output: c
Input: Problem: the speed of a boat in still water in 42 km / hr and the rate of current is 6 km / hr . the distance travelled downstream in 44 minutes is : 
Options: a ) 86.6 km , b ) 46.6 km , c ) 35.2 km , d ) 35.6 km , e ) 26.6 km
Output: c
Input: Problem: two trains are moving in opposite directions at 60 km / hr and 90 km / hr . their lengths are 1.25 km and 1.00 km respectively . the time taken by the slower train to cross the faster train in seconds is ? 
Options: a ) 48 , b ) 9 , c ) 7 , d ) 67 , e ) 54
Output: e
Input: Problem: a cubical tank is filled with water to a level of 3 feet . if the water in the tank occupies 75 cubic feet , to what fraction of its capacity is the tank filled with water ? 
Options: a ) 1 / 2 , b ) 2 / 3 , c ) 3 / 4 , d ) 2 / 5 , e ) 3 / 5
Output: e
Input: Problem: car a runs at the speed of 35 km / hr & reaches its destination in 9 hr . car b runs at the speed of 43 km / h & reaches its destination in 10 h . what is the respective ratio of distances covered by car a & car b ? 
Options: a ) 65 : 69 , b ) 56 : 45 , c ) 89 : 71 , d ) 68 : 23 , e ) 63 : 86
Output: e
Input: Problem: a hiker walked for 3 days . she walked 18 miles on the first day , walking 3 miles per hour . on the second day she walked for one less hour but she walked one mile per hour , faster than on the first day . on the third day 5 miles per hour for 6 hours . how many miles in total did she walk ? 
Options: a ) 68 , b ) 44 , c ) 58 , d ) 60 , e ) 62
Output: a
Input: Problem: two trains of equal length are running on parallel lines in the same direction at 46 km / hr and 36 km / hr . the faster train catches and completely passes the slower train in 54 seconds . what is the length of each train ( in meters ) ? 
Options: a ) 45 , b ) 55 , c ) 65 , d ) 75 , e ) 85
Output: d
Input: Problem: anusha , banu and esha run a running race of 100 meters . anusha is the fastest followed by banu and then esha . anusha , banu and esha maintain constant speeds during the entire race . when anusha reached the goal post , banu was 10 m behind . when banu reached the goal post esha was 10 m behind . how far was behind anusha when the latter reached the goal post . 
Options: a ) 22 , b ) 88 , c ) 81 , d ) 66 , e ) 22
Output: c
Input: Problem: pipe p can drain the liquid from a tank in 3 / 4 the time that it takes pipe q to drain it and in 1 / 3 the time that it takes pipe r to do it . if all 3 pipes operating simultaneously but independently are used to drain liquid from the tank , then pipe q drains what portion of the liquid from the tank ? 
Options: a ) 9 / 29 , b ) 8 / 23 , c ) 9 / 25 , d ) 17 / 29 , e ) 3 / 4
Output: c
Input: Problem: the length of the bridge , which a train 150 m long and traveling at 45 km / hr can cross in 30 sec is ? 
Options: a ) 377 , b ) 225 , c ) 237 , d ) 245 , e ) 267
Output: b
Input: Problem: in a garden , 26 trees are planted at equal distances along a yard 400 metres long , one tree being at each end of the yard . what is the distance between two consecutive trees ? 
Options: a ) 10 , b ) 8 , c ) 12 , d ) 14 , e ) 16
Output: e
Input: Problem: the length of the bridge , which a train 130 m long and traveling at 45 km / hr can cross in 30 sec is ? 
Options: a ) 288 , b ) 269 , c ) 245 , d ) 888 , e ) 121
Output: c
Input: Problem: if 20 men can build a wall 112 metres long in 6 days , what length of a similar wall can be built by 15 men in 3 days ? 
Options: a ) 65 mtr . , b ) 52 mtr , c ) 70 mtr . , d ) 78 mtr . , e ) 42 mtr .
Output: e
Input: Problem: if in a race of 110 m , a covers the distance in 20 seconds and b in 25 seconds , then a beats b by : 
Options: a ) 20 m , b ) 16 m , c ) 11 m , d ) 22 m , e ) 15 m
Output: d
Input: Problem: a boat can travel with a speed of 16 km / hr in still water . if the rate of stream is 5 km / hr , then find the time taken by the boat to cover distance of 84 km downstream . 
Options: a ) 4 hours , b ) 5 hours , c ) 6 hours , d ) 7 hours , e ) 8 hours
Output: a
Input: Problem: 5 bells begin to toll together at 12 : 00 noon and toll respectively at intervals of 3 , 4 , 5 , 6 , and 7 seconds . not including the toll at 12 : 00 noon , how many more times will all 5 bells toll together before 1 : 00 pm ( i . e . one hour later ) ? 
Options: a ) 6 , b ) 8 , c ) 10 , d ) 12 , e ) 14
Output: b
Input: Problem: a and b are two stations 390 km apart . a train starts from a at 10 a . m . and travels towards b at 65 kmph . another train starts from b at 11 a . m . and travels towards a at 35 kmph . at what time do they meet ? 
Options: a ) 2.15 pm , b ) 1.15 pm , c ) 4.15 pm , d ) 3.15 pm , e ) 12.15 pm
Output: a
Input: Problem: 8 men can do a piece of work in 12 days . 4 women can do it in 48 days and 10 children can do it in 24 days . in how many days can 6 men , 4 women and 10 children together complete the piece of work ? 
Options: a ) 5 days , b ) 15 days , c ) 28 days , d ) 8 days , e ) 7 days
Output: d
Input: Problem: two water pumps , working simultaneously at their respective constant rates , took exactly 5 hours to fill a certain swimming pool . if the constant rate of one pump was 1.5 times the constant rate of the other , how many hours would it have taken the slower pump to fill the pool if it had worked alone at its constant rate ? 
Options: a ) 8.5 , b ) 10.5 , c ) 12.5 , d ) 14.5 , e ) 16.5
Output: c
Input: Problem: xavier starts from p towards q at a speed of 90 kmph and after every 12 mins increases his speed by 20 kmph . if the distance between p and q is 61 km , then how much time does he take to cover the distance ? 
Options: a ) 52 , b ) 48 , c ) 44 , d ) 40 , e ) 36
Output: e
Input: Problem: a train covers a distance of 15 km in 10 min . if it takes 10 sec to pass a telegraph post , then the length of the train is ? 
Options: a ) 240 m , b ) 150 m , c ) 120 m , d ) 200 m , e ) 165 m
Output: d
Input: Problem: two goods trains each 850 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 ) 22 sec , b ) 81.6 sec , c ) 48 sec , d ) 18.3 sec , e ) 9.32 sec
Output: b
Input: Problem: a man goes from a to b at a speed of 60 kmph and comes back to a at a speed of 40 kmph . find his average speed for the entire journey ? 
Options: a ) 49 kmph , b ) 58 kmph , c ) 44 kmph , d ) 47 kmph , e ) 48 kmph
Output: e
Input: Problem: in a garment industry , 12 men working 8 hours per day complete a piece of work in 10 days . to complete the same work in 8 days , working 15 hours a day , the number of men required is : 
Options: a ) 4 , b ) 5 , c ) 6 , d ) 8 , e ) 9
Output: d
Input: Problem: a car gets 40 kilometers per gallon of gasoline . how many gallons of gasoline would the car need to travel 180 kilometers ? 
Options: a ) 3.5 gallons , b ) 2.7 gallons , c ) 5.7 gallons , d ) 4.5 gallons , e ) 7.5 gallons
Output: d
Input: 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 2 / 3 of all the paint . during the second week , he uses 1 / 5 of the remaining paint . how many gallons of paint has joe used ? 
Options: a ) 18 , b ) 144 , c ) 175 , d ) 216 , e ) 264
Output: e
Input: Problem: excluding stoppages , the speed of a train is 45 kmph and including stoppages it is 33 kmph . of how many minutes does the train stop per hour ? 
Options: a ) 73 , b ) 83 , c ) 16 , d ) 83 , e ) 28
Output: c
Input: Problem: points a , b , c , and d , in that order , lie on a line . if ab = 2 cm , ac = 5 cm , and bd = 6 cm , what is cd , in centimeters ? 
Options: a ) 1 , b ) 2 , c ) 3 , d ) 4 , e ) 5
Output: c
Input: Problem: in what time will a train 100 m long cross an electric pole , it its speed be 90 km / hr ? 
Options: a ) 2.5 , b ) 2.9 , c ) 4 sec , d ) 2.8 , e ) 2.1
Output: c
Input: Problem: if the perimeter of a rectangular garden is 500 m , its length when its breadth is 100 m is ? 
Options: a ) 299 m , b ) 777 m , c ) 200 m , d ) 167 m , e ) 150 m
Output: e
Input: Problem: a boat goes 130 km downstream in 10 hours , and 75 km upstream in 15 hours . the speed of the stream is ? 
Options: a ) 3.5 , b ) 3 , c ) 5 , d ) 4 , e ) 8
Output: d
Input: Problem: a train running at the speed of 58 km / hr crosses a pole in 9 sec . what is the length of the train ? 
Options: a ) 145 m , b ) 786 m , c ) 566 m , d ) 546 m , e ) 445 m
Output: a
Input: Problem: on a map , 1.5 inches represent 24 miles . how many miles approximately is the distance if you measured 48 centimeters assuming that 1 - inch is 2.54 centimeters ? 
Options: a ) 174.2 , b ) 212 , c ) 288.1 , d ) 296 , e ) 302
Output: e
Input: Problem: an athlete runs 200 metres race in 25 seconds . what is his speed ? 
Options: a ) 23 , b ) 38 , c ) 37 , d ) 30 , e ) 28.8
Output: e
Input: Problem: a monkey start climbing up a tree 18 ft tall . each hour it hops 3 ft and slips back 2 ft . how much time would it take the monkey to reach the top . 
Options: a ) 15 hrs , b ) 18 hrs , c ) 19 hrs , d ) 17 hrs , e ) 16 hrs
Output: e
Input: Problem: calculate how much time could be saved if the train would run at its usual speed , given that it ran at 2 / 3 of its own speed and got to its destination in 20 hours ? 
Options: a ) 5.67 hrs , b ) 9.67 hrs , c ) 8.95 hrs , d ) 8.67 hrs , e ) 6.67 hrs
Output: d
Input: Problem: gary drove from point a to point b at 60 km / h . on his way back he took a train travelling at 110 km / h and therefore his trip back lasted 5 hours less . what is the distance ( in km ) between a and b ? 
Options: a ) 600 . , b ) 630 . , c ) 660 . , d ) 690 . , e ) 720 .
Output: c
Input: Problem: a car traveling at a certain constant speed takes 12 seconds longer to travel 1 kilometer than it would take to travel 1 kilometer at 75 kilometers per hour . at what speed , in kilometers per hour , is the car traveling ? 
Options: a ) 60 , b ) 72 , c ) 72.5 , d ) 73 , e ) 73.5
Output: a
Input: Problem: a 180 meter long train crosses a man standing on the platform in 9 sec . what is the speed of the train ? 
Options: a ) 72 , b ) 108 , c ) 1266 , d ) 188 , e ) 211
Output: a
Input: Problem: two trains of equal length , running with the speeds of 60 and 40 kmph , take 36 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 ) 19 sec , d ) 7.2 sec , e ) 13 sec
Output: d
Input: Problem: excluding stoppages , the speed of a bus is 50 kmph and including stoppages , it is 42 kmph . for how many minutes does the bus stop per hour ? 
Options: a ) 10 min , b ) 7 min , c ) 8.2 min , d ) 9.6 min , e ) 40 min
Output: d
Input: Problem: a cistern 12 m long and 14 m wide contains water up to a depth of 1 m 25 cm . the total area of the wet surface is : 
Options: a ) 224 m 2 , b ) 250 m 2 , c ) 220 m 2 , d ) 230 m 2 , e ) 233 m 2
Output: e