. A beam whose centre of gravity divides it into two portions, a and b. is placed inside a smooth sphere; show that, if 0 be its inclination to the horizon in the position of equilibrium and 2a be the...

Do not type answer. A beam whose centre of gravity divides it into two portions, a and<br>b. is placed inside a smooth sphere; show that, if 0 be its inclination to the horizon<br>in the position of equilibrium and 2a be the angle subtended by the beam at the<br>centre of the sphere, them<br>b- a<br>tan 0 =<br>tan a.<br>6 + a<br>

Extracted text: . A beam whose centre of gravity divides it into two portions, a and b. is placed inside a smooth sphere; show that, if 0 be its inclination to the horizon in the position of equilibrium and 2a be the angle subtended by the beam at the centre of the sphere, them b- a tan 0 = tan a. 6 + a

Jun 04, 2022
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