The velocity time graph for two uniformly accelerated bodies a and b make angles 30° and 60° respectively, with the time axis.
Which of them has lower acceleration ?

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Solution

We know that,
Acceleration = Slope of velocity time graph with time at x-axis.
So, lower the slope of the velocity-time curve of a body, the lower will be its acceleration.
Hence, the body 'a' which makes a smaller angle with the time axis will have a lower acceleration.

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The velocity time graph for two uniformly accelerated bodies a and b make angles 30° and 60° respectively, with the time axis. Which of them has lower acceleration ?

We know that, Acceleration = Slope of velocity time graph with time at x-axis. So, lower the slope of the velocity-time curve of a body, the lower will be its acceleration. Hence, the body 'a' which makes a smaller angle with the time axis will have a lower acceleration.

The velocity time graph for two uniformly accelerated bodies a and b make angles 30° and 60° respectively, with the time axis.
Which of them has lower acceleration ?

We know that,
Acceleration = Slope of velocity time graph with time at x-axis.
So, lower the slope of the velocity-time curve of a body, the lower will be its acceleration.
Hence, the body 'a' which makes a smaller angle with the time axis will have a lower acceleration.