A cyclist covers a distance of 63 km on his bicycle at a certain speed. He finds that the time taken is 2 hours less when he travels at 2 kmh more than his average speed what is time taken by him
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Answered by
2
Let the original average speed of the cyclist be x km/hr
Time=SpeedDistance
Then as per given condition (x−1)14=x14+31
⇒x(x−1)14x−14(x−1)=31
⇒x2−x14=31
⇒x2−x−42=0
⇒x2−7x+6x−42=0
⇒x(x−7)+6(x−7)=0
⇒(x−7)(x+6)=0
⇒x=7 or −6
Answered by
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Step-by-step explanation:
Given
A cyclist covers a distance of 63 km on his bicycle at a certain speed. He finds that the time taken is 2 hours less when he travels at 2 kmh more than his average speed what is time taken by him ?
To Find
Average Speed
Solution
X = 7 Hours per Second
Thus Your Your Answer Is 7 Hours/second
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