Determine the Magnitude of the Time Rate of Change of Angular Momentum

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SUMMARY

The discussion focuses on calculating the magnitude of the time rate of change of angular momentum for a rock thrown horizontally from a height of 50 ft with an initial velocity of 20 ft/s. The relevant equations include the angular momentum equation H'O = MO and the position vector r = 50 ft j. Participants seek clarification on deriving the force from the given velocity and the equations governing horizontal and vertical speeds at t = 1 second.

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Homework Statement


In an experiment an individual throws a rock with an initial horizontal velocity of v0 = 20 ft/s at time t=0. The rock is thrown from the edge of a cliff (directly above the base of the cliff) at height h=50 ft from the ground. The origin is assigned at the base of the cliff. Determine the magnitude of the time rate of change of the angular momentum of the rock about O (H'O) at time t = 1 second


Homework Equations



HO = rXmv

H'O = MO

The Attempt at a Solution



I think that r = 50 ft j

But how do I find the force from the given velocity?

Any help would be appreciated.
 
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What force?
Can you write down equations for the horizontal and vertical speeds at time t?
 

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