You are making a round trip from City A to City B and back to City A again at constant speed. At what point in the trip is your average
speed equal to three times the magnitude of your average velocity?

Respuesta :

We have that at a point where the final velocity opposes the initial velocity to divide the total distance into 3 i.e

For

[tex]Total Distance=d_t[/tex]

[tex]Speed =3* Velocity[/tex]

at

[tex]d=d_t/3[/tex]

Generally

Speed refers to the distance covered at a specific time rate.

While

Velocity takes into account the direction of motion of traveling body

Therefore

For a distance Through and fro city A and B a specific distance is traveled with a specific time

The Question being at what point or position is the

Speed =3* Velocity

Since the Velocity takes into account the direction

The Magnitude of velocity through and fro is equal to zero as

Therefore

Speed =3* Velocity

At a position where the final velocity opposes the initial velocity to divide the total distance into 3 i.e

For

[tex]Total Distance=d_t[/tex]

[tex]Speed =3* Velocity[/tex]

at

[tex]d=d_t/3[/tex]

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