Understanding Time and Distance Calculation in Cycling

How is the relationship between time, distance, and speed calculated in cycling?

When a cyclist covers a distance of 10 km to the West with an average speed of 50 km/h, how many seconds does it take to reach their destination?

Answer:

The cyclist takes 720 seconds to complete the distance. But how is this calculation done?

When calculating time, distance, and speed in cycling, it is important to remember the formula:

Distance = Speed x Time

In the given scenario, the cyclist's speed is 50 km/h and the distance covered is 10 km.

We want to find out the time taken to cover the distance, denoted as T. Therefore, we can set up the equation:

10 km = 50 km/h x T

Solving for T:

10 km / 50 km/h = T

T = 1/5 hours

Since one hour has 3600 seconds, we can convert the time to seconds:

3600 seconds / 5 = 720 seconds

Hence, the cyclist takes 720 seconds to reach their destination by covering a distance of 10 km at a speed of 50 km/h.

By understanding this calculation, cyclists can better plan their routes and estimate the time needed to reach their destinations.

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