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An airplane travelled an average velocity of 250 km/h [E]. The resulting displacement was 625 km [E]. How long did the trip take?

a. 2.50 h
b. 4.25 h
c. 4.50 h
d. 3.75 h

User Sila
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1 Answer

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Final answer:

By using the formula for average velocity, which is the displacement divided by the time, and substituting the given values (625 km and 250 km/h), we find that the airplane trip took 2.5 hours.

Step-by-step explanation:

To determine how long the trip took for an airplane traveling at an average velocity of 250 km/h [E] with a resulting displacement of 625 km [E], we use the formula for average velocity (Vavg), which relates velocity, displacement, and time.

The formula for average velocity is:

Vavg = displacement / time

By rearranging the formula to solve for time, the equation becomes:

time = displacement / Vavg

Substituting the given values:

time = 625 km / 250 km/h

Following the calculation:

time = 2.5 h

Therefore, the trip took 2.5 hours.

User Bertine
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