Question

Ama For, a rigid body diotan ce
between any Taro points 12
Qome de for
horizantal
Componenta
[
begin{array}{l}
v_{1} cos 60^{circ}=v_{2} cos 30^{circ}
frac{v_{1}}{v_{2}}=sqrt{3} longrightarrow(l
end{array}
]
Selocity
Lo w = digtance between
( omega=frac{v_{1} theta operatorname{in} 60^{circ}-v_{2} sin 30^{circ}}{d} )
( omega=frac{sqrt{3} v_{1}-v_{2}}{2 d} )
[
w=frac{3 v_{2}^{0} cdot theta_{2}}{2 d}=frac{v_{2}}{d}
]

# | two hoints on a disc have velocities v 8 V at some moment. The directions make angles 60° and 30° respectively with the line of separation as shoven in figures. The angular velocity of disc is > V2 -30° A) 13 V. B) Vz Bd c) K-V

Solution