Simple dynamics question, answer seems incorrect....

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    Dynamics Homework
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The discussion revolves around the interpretation of a physics problem involving dynamics and velocity components. The original solution is questioned for using a velocity of 15 ft/s without considering its direction. It is argued that the 15 ft/s represents only the vertical component, and to find the total velocity in the tangential direction, it should be divided by cos θ. The participants agree that the problem's wording could be clearer to avoid confusion regarding the tangential speed. Overall, clarity in problem statements is essential for accurate interpretations in physics.
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Homework Statement


H7virgC.png


Homework Equations


f=m*a
V= Vg*cos θ

The Attempt at a Solution


Is this solution correct. I did everything the same, but I did not use the 15 ft/s.
Since An= (v^2/ρ) with V being the velocity in the t direction. The 15 ft/s according to me is only the component of V that is in the y direction of a normall x-y plane.
So to get the velocity in the tangential direction of the path, so the full V. You need to do 15 ft/s / cos θ?
That they use Vg as V in the equation for An is wrong?
 
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Apparently the 15 ft/s given in the problem is meant to be the tangential speed. "Downward" is just meant to indicate that the boy is "swinging down" at this instant.

I understand how you interpreted it, and you would be correct for your interpretation. The wording of the statement of the problem could have been better.
 
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