`AB` is a horizontal diameter of a ball of mass `m=0.4 kg` and radius `R=0.10m`. At time `t=0`, a sharp impulse is applied at `B` at angle of `45^@` with the horizontal as shown in figure so that the ball immediately starts to move with velocity `v_(0)=10ms^(-1)`
a. Calculate the impulse and angular velcity of ball just after impulse provided.
If coefficient of kinetic friction between the floor and th ball is `mu=0.1`. Calculate. The
b. velocity of ball when it stops sliding,
c. time t at that instant
d. horizontal distance travelled by the ball up to that instant.
e. angular displacement of the ball about horizontal diameter perpendicular to `AB`, up to that instant, and
f. energy lost due to friction (`g=10ms^(-2))`