A uniform rod of length \( L = 3\text{ m} \) and Mass \( M = 3.1565 \) is aligned with horizontal direction at an angle \( \theta = 37^\circ \) at a height of \( H = 9.35\text{ m} \) from horizontal. Now it is Released from that position . It collides with the sufficiently rough floor such that just after collision it's vertical velocity reduces to zero. Find the angular velocity (\( \omega\)) of the Rod just after collision .

**Details And Assumptions**:

The ground is sufficiently rough to prevent slipping of contact point.

Take \( g = 10\text{ m/s}^2 \).

Initial height given is of centre of mass of rod from ground .

**Hint**: Get answer in variables first and then put data .

Original

×

Problem Loading...

Note Loading...

Set Loading...