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If Vikash walks at the speed of 10 kmph then he misses the bus by 5 min and when he increases his speed to 20 kmph then he reaches the bus station 10 min earlier. Find the distance from Vikash's destination to the bus stop. (in km)
  • a)
    20 km
  • b)
    5 km
  • c)
    10 km
  • d)
    15 km
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
If Vikash walks at the speed of 10 kmph then he misses the bus by 5 m...
If Vikash walks at the speed of u kmph then he misses the bus by t1 min and when he increases his speed to b kmph then he reaches the bus station t2 min earlier.
The distance from Vikash's destination to the bus stop =
Where,
u and v is in kmph
t1 and t2 is in min
According to the question,
The distance from Vikash's destination to the bus stop = = 5 km
Therefore, '5 km' is the required answer.
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Community Answer
If Vikash walks at the speed of 10 kmph then he misses the bus by 5 m...


Given Information:
- Speed of Vikash at 10 kmph
- Time difference when walking at 10 kmph and 20 kmph: 15 min

Calculating the Distance:
Let the distance be 'd' km from Vikash's destination to the bus stop.

When walking at 10 kmph:
Time taken = d / 10 hours
He misses the bus by 5 min = 5/60 hours

When walking at 20 kmph:
Time taken = d / 20 hours
He reaches the bus station 10 min earlier = -10/60 hours

Equating the Time:
d / 10 - 5/60 = d / 20 - 10/60
Solving this equation, we get d = 5 km

Therefore, the distance from Vikash's destination to the bus stop is 5 km, which is option 'B'.
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If Vikash walks at the speed of 10 kmph then he misses the bus by 5 min and when he increases his speed to 20 kmph then he reaches the bus station 10 min earlier. Find the distance from Vikash's destination to the bus stop. (in km)a)20 kmb)5 kmc)10 kmd)15 kmCorrect answer is option 'B'. Can you explain this answer?
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