Upward motion
v = u – gt1
0 = u – gt1
t1 = {𝑢 \over 𝑔} … (1)
Downward motion
v = u + gt2
v = 0 + gt2
As the body falls back to the earth with the same velocity it was thrown vertically upwards.
∴ v = u
v = 0 + gt2
t2 = {𝑢 \over 𝑔} … (2)
From (1) and (2), we get t1 = t2
⟹ Time of ascent = Time of descent
Observe the graph and answer the following questions. Assume that g = 10 m/s2 and that there is no air resistance. (a) In which direction is the ball moving at point C? (b) At which point is the ball stationary? (c) At which point is the ball at its maximum height? (d) what is the ball’s acceleration at point C? (e) What is the ball’s acceleration at point A? (f) What is the ball’s acceleration at point B? (g) At which point does the ball have the same speed as when it was thrown?