Verified Answer :

Time is 1hour and 25 minutes, therefore 1.41667 hours. This means that in km/h, The equation will be
\(\frac{8}{1.41667}\)
The answer is 5.65 km/h if rounded.

The average speed of jogger during the journey is 6.4 km/hr.

Given data:

The distance travelled by the Jogger is, d = 8.0 km.

Time taken by the jogger to cover the distance is, t = 1.25 hours.

The average speed of an object is defined as the distance covered by the object in a unit time. Mathematically, it is calculated by dividing the distance travelled and the time interval.

Therefore the expression is,

\(v = \dfrac{d}{t}\)

Here, v is the average speed of jogger.

Solving as,

\(v = \dfrac{8}{1.25}\\\\v=6.4 \;\rm km/hr\)

Thus, the average speed of jogger during the journey is 6.4 km/hr.

Learn more about the average speed here:

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