Homework Statement
A mass m = 16.0 kg is attached to the lower end of a massless string of length L = 63.0 cm. The upper end of the string is held fixed. Suppose that the mass moves in a circle at constant speed, and that the string makes an angle theta = 17o with the vertical, as shown in...
F + (0.23)(70cos(26.9)) - (70.6sin(26.9)) = 0
F = 17.6 N
Yeah! Thank you very much!
I have another thread open too if you would be kind enough to help!
https://www.physicsforums.com/showthread.php?p=3529346&posted=1#post3529346
F + (0.23)(70cos(26.9)) - (70.6sin(26.9)) = 0
F = 17.6 N
Yeah! Thank you very much!I have another thread open too if you would be kind enough to help!
https://www.physicsforums.com/showthread.php?p=3529346&posted=1#post3529346
M1: F-T-ukFn = m a
(208.9cos(29.7)) - T - 0.201*277.34 = 28.3*a
M2: T - mg = m a
T - 5.5*9.8 = 5.5 a
(T - (5.5*9.8) ) / 5.5 = a
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How would I solve for something like this? Two variables?
More of my attempt...
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Y Direction:
Sum F = M * A
Fn-mg = 0
Fn = mgcosTheta <---- I got this from breaking gravity into it's components.
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X Direction:
Sum F = M * A
F - Static Friction - mgSinTheta = 0
F = uS*Fm - mgsinTheta
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Can you...