Third equation of motion is * Vf2 = Vi2 + 2 a S S= [Vi*t + ½ at2] (0) Vf- Vi + at

For the traditional AC configurations prove that for the moment of inertia tensor we have Ixy = = yoe²= Iyz = 1 ₁₂y= I 0

A hoop of radius 95mm and mass 100g is rotated via a capacitor driven power source with P(t)=1.61e-1.3tW. (since it is a hoop, it is a special case, and r=rG) Assuming the hoop is accelerated from rest, determine the rotational velocity after t=8.5s.  [rad.s-1] Determine the rotational speed of the hoop after t=8.5s if the power source acts to roll the particle from rest on a horizontal surface. [rad.s-1]

Q3: Drive the Euler's equation of motion.