I’m standing at the edge of an infinitely high cliff. When I drop a ball off the

Question

I’m standing at the edge of an infinitely high cliff. When I drop a ball off the edge, it
experiences a resistive for given in magnitude by where c is a constant.
Assuming the positive direction is downwards...
a) Find the velocity of the ball as a function of time.
What does the velocity vs. time graph look like for large times (i.e. when t gets large)?
Why?
b) Find the vertical position of the ball as a function of time (assume the initial position is
equal to zero).
What does the position vs. time graph look like for large times? Why?

Explanation / Answer

get the idea from ur last chapters of ur notes.

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