​ A uniform circular ring of mass per unit length 2(Mg - B)/(g) and radius R is rotating with angular velocity

Question

A uniform circular ring of mass per unit length \(\frac{2(Mg - B)}{g}\) and radius R is rotating with angular velocity f = (k₁ - k₂) \(\frac{mg^2 cos \alpha}{m_1 + m_2}\) about its own axis in a gravity free space. find the tension in the ring.

Answer 1

Let us consider the part OAB;

Answer 2

Tension of the ring is given as λ R² ω²