Average velocity is always equal to the average of the initial and final velocities.

True

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False

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Solution

The correct option is B False
False. For instance, if a car is driven first at 50 km/h east and later at 80 km/h east, its average velocity is not necessarily 65 km/h.

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Similar questions

Q. What is the difference between these two cases:
(Please explain me in simple words)

1) Average velocity = Total Displacement / Total time

2) Average velocity = (Initial velocity + Final velocity) / 2
= [(u+v)/2]

Average speed is either equal to or greater than the average velocity.

Q. Statement 1: On a curved path average speed of a particle can never be equal to average velocity.
Statement 2: Average speed is total distance travelled divided by total time. Whereas average velocity is, final velocity plus initial velocity divided by two.

The ratio of average velocity to average speed is 1 always equal to Unity 2 always greater than Unity 3 always less than Unity or 4 may be less than or equal to Unity

Q. Statement - 1 : For a particle undergoing rectilinear motion with constant acceleration, the average velocity cannot be equal for two different time intervals.
Statement -2 : The average velocity of particle moving with constant acceleration in a time interval is

\frac{\to u + \to v}{2}

,
where

\to u

is the initial velocity and

\to v

is the final velocity.

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Average velocity is always equal to the average of the initial and final velocities.

The correct option is B FalseFalse. For instance, if a car is driven first at 50 km/h east and later at 80 km/h east, its average velocity is not necessarily 65 km/h.

The correct option is B False
False. For instance, if a car is driven first at 50 km/h east and later at 80 km/h east, its average velocity is not necessarily 65 km/h.