Bus X travels a distance of 360 km in 5 hours whereas bus Y travels a distance of 476 km in 7 hours- Which bus travels faster -

Question

Toppr Admin · Accepted Answer

For bus X-160-Speed - -dfrac-Distance-Time-Speed-dfrac-360-5-72- km-h-160-For bus y-160-Speed - -dfrac-Distance-Time-Speed-dfrac-476-7-68- km-h-Speed of bus X is more than that of bus Y-160-Hence- bus X travels faster-160-

Bus X travels a distance of 360 km in 5 hours whereas bus Y travels a distance of 476 km in 7 hours. Which bus travels faster ?

For bus X.
Speed = $$\dfrac{Distance}{Time}$$
Speed=$$\dfrac{360}{5}=72\ km/h$$

For bus y,
Speed = $$\dfrac{Distance}{Time}$$
Speed=$$\dfrac{476}{7}=68\ km/h$$

Speed of bus X is more than that of bus Y.
Hence, bus X travels faster.

Bus X travels a distance of 360 km in 5 hours whereas bus Y travels a distance of 476 km in 7 hours. Which bus travels faster ?

For bus X. Speed = $$\dfrac{Distance}{Time}$$Speed=$$\dfrac{360}{5}=72\ km/h$$ For bus y, Speed = $$\dfrac{Distance}{Time}$$Speed=$$\dfrac{476}{7}=68\ km/h$$Speed of bus X is more than that of bus Y. Hence, bus X travels faster.

For bus X.
Speed = $$\dfrac{Distance}{Time}$$
Speed=$$\dfrac{360}{5}=72\ km/h$$

For bus y,
Speed = $$\dfrac{Distance}{Time}$$
Speed=$$\dfrac{476}{7}=68\ km/h$$

Speed of bus X is more than that of bus Y.
Hence, bus X travels faster.