"""A small insect is climbing slowly along the inner wall of a hemispherical bowl of radius R. The insect is unable to climb beyond `theta  =  45^(@)`. Whenever it tries to climb beyond `theta  =  45^(@)`, it slips. <br>  (a) Find the minimum angular speed `omega` with which the bowl shall be rotated about its vertical radius so that the insect can climb upto `theta = 60^(@)`.  <br>  (b) Find minimum `omega` for which the insect can move out of the bowl. <br> <img src=""""https://d10lpgp6xz60nq.cloudfront.net/physics_images/IJA_PHY_V01_C03_E01_112_Q01.png"""" width=""""80%"""">"""
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