Question

State kinematical equation in circular motion

Answer 1

Answer:

Hello my friend

Explanation:

a=dvdt=vdθdt=vω. Since v=ωr, we have two equivalent expressions for the centripetal (inward) acceleration a: a=v2r=ω2r.

Answer 2

Answer:

Linear motion : v = u + at

Circular Motion : ω = ω0 + αt

2.Linear motion : v² - u² = 2as

Circular motion : ω² - ω0² = 2αθ

3.Linear motion : s =  ut + 1 at²

                                          2  

Circular motion : θ = ω0 t + 1   αt²

                                              2

4.Linear motion : sn = u + a [ n -  1   ]

                                                      2

Circular motion : θn = ω0 + α[n -  1  ]

                                                        2

5.Linear motion : s = [  u + v  ] t

                                         2  

Circular motion : θ = [    ω0 + ω     ] t

                                              2

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