# Time and Distance Questions and Answers updated daily – Aptitude

Time and Distance Questions: Solved 288 Time and Distance Questions and answers section with explanation for various online exam preparation, various interviews, Aptitude Category online test. Category Questions section with detailed description, explanation will help you to master the topic.

## Time and Distance Questions

261. A train travels from City X to City Y at a speed of 44 kmph, while on its return journey the train was travelling at speed of 77 kmph. Find the average speed of the train.

Correct Ans:56
Explanation:
Let x be the speed of the train while going from City X to Y.
Let y be the speed of the train while going from City Y to X.
Average speed of the train is given by = 2xy/(x+y)
Average speed = (2 x 44 x 77) / (44 + 77 ) Average speed = 56
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262. In what time an athlete can cover a distance of 800 m if he runs at a speed of 36 kmph ?

Correct Ans:80 sec
Explanation:
Speed given = 36 kmph = 36 x 5 /18 m / sec = 10 m / sec
Now, Speed = 10 m /sec, distance to be covered = 800 m
Time taken = Distance / speed = 800 / 10 = 80 sec’s.
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263. A train travels from City X to City Y at a speed of 32 kmph, while on its return journey the train was travelling at speed of 96 kmph. Find the average speed of the train.

Correct Ans:48
Explanation:
Let x be the speed of the train while going from City X to Y. Let y be the speed of the train while going from City Y to X.
Average speed of the train is given by = 2xy/(x+y)
Average speed = (2 x 32 x 96) / (32 + 96 ) Average speed = 48
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264. By walking at 3/4th of his usual speed, a man reaches office 20 minutes later than usual. What is his usual time?

Correct Ans:1 hour
Explanation:
Let d be the distance he covers, s be the usual speed and t be the time he takes to cover the distance.
We know that d = s x t …(1) is what immediately, we must write.
Also, by walking 3/4 of the usual speed, that is his new speed = 3s/4 the time taken is 20 minutes more, that is 1/3 hour more. => d = 3s/4 x ( t+ 1/3 ) …(2)
Comparing (1) and (2), we get st = 3s/4 x ( t + 1/3) => t = 3/4 x (t+1/3) => 4t = 3 (t+1/3) => 4t = 3t+1 => 4t – 3t =1 => t = 1
He takes exactly 1 hour to reach the destination.
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265. A train travels from City X to City Y at a speed of 60 kmph, while on its return journey the train was travelling at speed of 120 kmph. Find the average speed of the train. ?

Correct Ans:80
Explanation:
Let x be the speed of the train while going from City X to Y.
Let y be the speed of the train while going from City Y to X.
Average speed of the train is given by = 2xy/(x+y)
Average speed = (2 x 60 x 120) / (60 + 120 )
Average speed = 80
Workspace

266. Sound travels 330 meters a second. How many kilometers is a thunder-cloud distant when the sound follows the flash after 10 seconds. ?

Correct Ans:3.3 km
Explanation:
Speed of the sound = 330 meter/sec and time taken to reach is 10 seconds.
Distance = speed x time
= 330 x 10 = 3300 meter
So,
Distance = 3.3 Kilometers
Workspace

267. A man performs 1/4 of the total journey by car, 2/3 by bus and the remaining 70 km by train. His total journey is ?

Correct Ans:840
Explanation:
Solution is :
Let the total journey be x Kms
Journey covered by car = x / 4
Journey covered by bus = 2x / 3
Journey covered by train = 70 km
( x / 4 ) + ( 2x / 3 ) + 70=x
x - ( x / 4 ) - ( 2x / 3 ) =70
( 12 x - 3 x - 8 x ) / 12 = 70
=>x / 12 = 70
=> x = 12 * 70
=> x = 840
His total journey is= 840 kms
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268. A train travels from City X to City Y at a speed of 32 kmph, while on its return journey the train was travelling at speed of 96 kmph. Find the average speed of the train.

Correct Ans:48
Explanation:
Solution is :
Let x be the speed of the train while going from City X to Y => X = 32 kmph
Let y be the speed of the train while going from City Y to X =>y = 96 kmph
Average speed of the train is given by = 2 xy / ( x + y )
= ( 2 x 32 x 96 ) / (32 + 96 )
= 48
Workspace

269. A boat goes 14 km upstream in 56 minutes. The speed of stream is 2 km/hr. Find the speed of the boat in still water.

Correct Ans:17 km/hr
Explanation:
Solution is :
Given , boat covers 14 Km upstream in 56 minutes
Distance = 14 km
Time = 56 min => 56 / 60 hr
Upstream Speed = Distance / Time
= 14 / ( 56 / 60 ) Km / hr
= ( 14 x 60 ) / 56
= 15 Km / hr
Upstream Speed = Speed of boat - Speed of stream
=> 15 = Speed of boat - 2
=> Speed of boat = 15 + 2
= 17 km / hr
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270. A man performs 1/4 of the total journey by car, 2/3 by bus and the remaining 55 km by train. His total journey is ?

Correct Ans:660
Explanation:
Solution is:
Let the total journey be x Kms.
Journey covered by car = x / 4
Journey covered by bus = 2x / 3
Journey covered by train = 55 km
(x / 4 ) + 2x / 3 + 55 = x
x - ( x / 4 ) - 2x / 3 = 55
=>( 12x - 3x - 8x ) / 12 = 55
=> 12x - 11x = 55 * 12
=>x / 12 = 55
=> x = 12 * 55
=> x = 660
His total journey= 660 kms
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271. Speed of a man is 11 Km/hr in still water. If the rate of current is 5 Km/hr, find the effective speed of the man in upstream.

Correct Ans:6 Km/hr
Explanation:
Solution is:
Speed of the boat = 11 km/hr
Speed of the current = 5 km/hr
Upstream Boat = Boat Speed - Current Speed
= ( 11 - 5 ) km/hr
= 6 km/hr
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272. A train travels from City X to City Y at a speed of 27 kmph, while on its return journey the train was travelling at speed of 54 kmph. Find the average speed of the train.

Correct Ans:36
Explanation:
Solution is
Given

Let x be the speed of the train while going from City X to Y => X = 27 kmph
Let y be the speed of the train while going from City Y to X => Y = 54 kmph
Average speed of the train is given by = 2 xy / ( x + y )
Average speed = ( 2 x 27 x 54 ) / ( 27 + 54 )
= 2916 / 81
= 36
Average speed = 36
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273. A man performs 1/4 of the total journey by car, 2/3 by bus and the remaining 27 km by train. His total journey is ?

Correct Ans:324 Kms
Explanation:
Solution is
Given

Let the total journey be x Kms.
Journey covered by car = x / 4
Journey covered by bus = 2x / 3
Journey covered by train = 27 km
(x / 4) + (2x / 3) + 27 = x
x - (x / 4) - (2x / 3) = 27
=> ( 12x - 3x - 8x ) / 12 = 27
=> x / 12 = 27
=> x = 12 x 27
x = 324
His total journey= 324 kms
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274. Speed of a man is 8 Km/hr in still water. If the rate of current is 3 Km/hr, find the effective speed of the man in upstream ?

Correct Ans:5 Km/hr
Explanation:
Solution is
Given

Speed of the boat = 8 km/hr
Speed of the current = 3 km/hr
Speed of the man in Upstream = Boat Speed - Current Speed
= ( 8 - 3 ) km/hr
= 5 km/hr
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275. A train travels from City X to City Y at a speed of 60 kmph, while on its return journey the train was travelling at speed of 120 kmph. Find the average speed of the train.

Correct Ans:80
Explanation:
Let x be the speed of the train while going from City X to Y. Let y be the speed of the train while going from City Y to X. Average speed of the train is given by = 2xy/(x+y) Average speed = (2 x 60 x 120) / (60 + 120 ) Average speed = 80
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276. A train travels from City X to City Y at a speed of 21 kmph, while on its return journey the train was travelling at speed of 28 kmph. Find the average speed of the train.

Correct Ans:24
Explanation:
"Let x be the speed of the train while going from City X to Y. Let y be the speed of the train while going from City Y to X. Average speed of the train is given by = 2xy/(x+y) Average speed = (2 x 21 x 28) / (21 + 28 ) Average speed = 24"
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277. Two trains are travelling opposite to each other at a speed of 120 kmph and 80 kmph, if the distance between them is 400 km, at 3:30pm, at what time the two trains will collide each other?

Correct Ans:5.30 PM
Explanation:
Solution is
Given

speed=120kmph and 80 kmph
distance=400 km
time=3:30 pm
Relative speed = 120 + 80 = 200kmph
Distance = 400 km
Time = distance / speed = 400/200 = 2 hrs
At 5:30 pm, the collision will take place
Workspace

278. A man performs 1/4 of the total journey by car, 2/3 by bus and the remaining 50 km by train. His total journey is ?

Correct Ans:600
Explanation:
Solution is
Given

Let the total journey be x Kms
Journey covered by car = x / 4
Journey covered by bus = 2x / 3
Journey covered by train = 50 km
x / 4 + 2x / 3 + 50 = x
x - x / 4 - 2x / 3 = 50
( 12x - 3x - 8x ) / 12 = 50
x / 12 = 50
x = 12 x 50 = x = 600 = 600 kms
Workspace

279. A man performs 1/4 of the total journey by car, 2/3 by bus and the remaining 40 km by train. His total journey is ?

Correct Ans:480
Explanation:
Solution is
Given :
Let the total journey be x Kms
Journey covered by car = x/4
Journey covered by bus = 2x/3
Journey covered by train = 40 km
x/4 + 2x/3 + 40 =x
x- x/4 - 2x/3 =40
(12x - 3x - 8x) / 12 = 40
x/12 = 40 => x = 12 x 40 = 480
x = 480 kms
Workspace

280. A man performs 1/4 of the total journey by car, 2/3 by bus and the remaining 55 km by train. His total journey is ?

Correct Ans:660
Explanation:
Let the total journey be x Kms.

Journey covered by car = x/4

Journey covered by bus = 2x/3

Journey covered by train = 55 km

x/4 + 2x/3 + 55 = x

x-x/4-2x/3 =55
(12x-3x-8x)/12 = 55

x/12 = 55
=> x = 12 x 55=660

x = 660 kms
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