A uniform rod of mass 2 kg and length of 2.0 m is pivoted about an axis perpendicular to the rod and 50 cm from its left end. Find the rotational inertia about this axis.
maggM =2kg
L=2.0m
"I_G=\\frac{ML^2}{12}\\\\\n\nI_0=I_G+Mr^2\\\\\n\nI_0=\\frac{ML^2}{12}+ M(\\frac{50}{100})^2=\\frac{2\\times2^2}{12}+(2\\times0.5^2)=\\frac{2}{3}+\\frac{1}{2}=1.1667kgm^2\\\\\n\nI_0=1.1667 kgm^2"
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