Chendayaoidn
Answered

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Here is a challenging math question for you to solve:

Math Question:

A car travels from Town A to Town B at an average speed of 60 km/h. The return trip from Town B to Town A is at an average speed of 40 km/h. If the total travel time for the round trip is 10 hours, what is the one-way distance between Town A and Town B?

Take your time to work through the problem, and feel free to ask for any hints or guidance if needed. Good luck!​

Sagot :

Drickbantilo14idn

Answer:

Let the one-way distance between Town A and Town B be d kilometers.

Given:

- Speed from Town A to Town B = 60 km/h

- Speed from Town B to Town A = 40 km/h

- Total travel time for the round trip = 10 hours

For the trip from Town A to Town B:

\text{Time taken} = \frac{d}{60}

For the return trip from Town B to Town A:

\text{Time taken} = \frac{d}{40}

Since the total travel time for the round trip is 10 hours:

\frac{d}{60} + \frac{d}{40} = 10

Solving the equation above will give us the value of d, which is the one-way distance between Town A and Town B. Let's calculate this:The one-way distance between Town A and Town B is 240 kilometers.

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