1. Speed is scalar quantity but velocity is a vector quantity. If a body moving along the circumstance of a circle with uniform speed, its velocity changes continuously with time.
2.
Consider a body projected upward from a point A with a velocity ‘u’. If the body reaches at B, the displacement becomes zero. Hence time taken to reach at B can be found.
S = ut + 1/2 at2
0 = ut + 1/2 × –10 t2
ut = 5t2
t = \(\frac{u}{5}\) ____(1)
The velocity at B can be found using the formula
VB = u + at _____(2)
substitute eq(1) in eq(2)
VB = u + -10\(\frac{u}{5}\)
= u – 2u
VB = -u
∴ VA = -VB