At the start of a trip, the odometer on a car read 21,395. At the end of the trip, 13.5 hours later, the odometer read 22,125. Assume the scale on the odometer is in miles. What is the average speed the car traveled during this trip?

Respuesta :

Answer:

54.81 mph

Explanation:

Initial reading on the odometer = 21395 miles

Final reading on the odometer = 22125 miles

Total time the car travelled =  13.5 hours

Distance covered by the car

22125-21395 = 740 miles

As acceleration is not given assume it as constant.

Speed = Distance / time

[tex]\frac{740}{13.5}=54.81\ mph[/tex]

∴ Average speed the car traveled during this trip is 54.81 mph

We have that the average speed the car traveled during this trip

[tex]V=54.07miles/h[/tex]

From the question we are told that

At the start of a trip, the odometer on a car read 21,395

At the end of the trip, 13.5 hours later, the odometer read 22,125

Generally the equation for the speed  is mathematically given as

[tex]V=\frac{d}{t}\\\\V=\frac{(22125-21395)}{13.5}\\\\V=54.07miles/h[/tex]

Therefore

The average speed the car traveled during this trip

[tex]V=54.07miles/h[/tex]

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