The simply supported notched bar is subjected to two forces P. Determine the largest magnitude of P that can be applied without causing the material to yield. The material is A-36 steel. Each notch has a radius of r = 0.125 in.

$The pendulum consists of a m_{R} = 10 kg uniform slender rod and a sphere of mass m_{5} = 15kg If the pendulum is subjected to a moment of M = 50N - m , and has an angular velocity of omega = 3rad / s when theta = 45 degrees determine the reaction force from pin O$

The pendulum consists of a m_{R} = 10 kg uniform slender rod and a sphere of mass m_{5} = 15kg If the pendulum is subjected to a moment of M = 50N - m , and has an angular velocity of omega = 3rad / s when theta = 45 degrees determine the reaction force from pin O

April 19, 2022

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The simply supported notched bar is subjected to two forces P. Determine the largest magnitude of P that can be applied without causing the material to yield. The material is A-36 steel. Each notch has a radius of r = 0.125 in.

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The pendulum consists of a m_{R} = 10 kg uniform slender rod and a sphere of mass m_{5} = 15kg If the pendulum is subjected to a moment of M = 50N - m , and has an angular velocity of omega = 3rad / s when theta = 45 degrees determine the reaction force from pin O

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