What Is the Person's Velocity After the First 25 cm of the Chin-Up?

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The discussion centers on calculating the velocity of a person performing a chin-up after lifting 25 cm. The individual weighs 700N, and each arm exerts an upward force of 355N, resulting in a net force of 10N. Work done during the lift is calculated as 2.5 J, leading to an acceleration of 0.035 m/s. Participants suggest using the work-energy principle (W = ΔK) and applying Newton's second law (F_net = ma) to find acceleration and final velocity. The thread emphasizes the importance of understanding the relationship between work, force, and motion in this context.
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Original Question: A person doing a chin-up weighs 700N exclusive of the arms. During the first 25.0 cm of the lift, each arm exerts an upward force of 355N on the torso. If the upward movement starts from rest, what is the persons velocity at the point.

some work:
700-2(355) = 10 N
W = 25 cm *10 N
.25M*10N= 2.5 J
(Mass ~ 700N = 9.8[M] )
A = 2.5 / 71.4
=.035 m/s

My question: so what do I do now with this .035 m/s?
 
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Try using W = \Delta K
 
You could also find acceleration using F_{net}=ma then use kinematic formulas to find final velocity.
 
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