If a car covers a certain distance in 40 minutes and a bike covers the same distance in 55
minutes, then who is travelling in higher speed?
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If a car covers a certain distance in 40 minutes and a bike covers the same distance in 55
minutes, then who is travelling in higher speed?
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Answer:
Therefore, the car is travelling faster than the bike.
Explanation:
Let the distance be x m.
Time taken by the car to move x m = 40 minutes
Time taken by the bike to move x m = 55 minutes
Speed of the car = x/40
Speed of the bike = x/55
We know that x/40 > x/55
(If the denominator is smaller than the denominator of the other fraction then the smaller denominator fraction will be higher in value as a whole).
Answer:
The car is travelling in higher speed.
Explanation:
Time taken by the car to move x m = 40 minutes
Time taken by the bike to move x m = 55 minutes
Speed of the car = x ÷ 40
Speed of the bike = x ÷ 55
We know that x ÷ 40 > x÷55
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