Why Is My Approach to Solving Physics Homework Incorrect?

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Homework Statement


Tinypic logo above the message: This image or video has been moved or deleted.



Homework Equations


Equation: F_c = ma_c = m v^2 / R, showing centripetal force equals mass times centripetal acceleration, which equals mass times speed squared divided by radius.



The Attempt at a Solution



The way I understood is it is by taking ma and setting it equal to mv^2/r and solving for v. With this I got answer choice number 9, sqrt(glsinTHETA). But it's wrong. Can anyone direct me in the right direction to solving this deceptively easy problem? Thanks in advance.
 
Garen said:

Homework Statement


Tinypic logo above the message 'THIS IMAGE OR VIDEO HAS BEEN MOVED OR DELETED'.



Homework Equations


Centripetal force equation: F_c = m a_c = m v^2 / R, where F_c is centripetal force, m is mass, v is speed and R is radius.



The Attempt at a Solution



The way I understood is it is by taking ma and setting it equal to mv^2/r and solving for v. With this I got answer choice number 9, sqrt(glsinTHETA). But it's wrong. Can anyone direct me in the right direction to solving this deceptively easy problem? Thanks in advance.
You're on the right lines. However, you incorrectly assume that the tension in the string is mg.
 
Hootenanny said:
You're on the right lines. However, you incorrectly assume that the tension in the string is mg.

So you're saying that I set mv^2/r equal g/cosTHETA ?
 
Garen said:
So you're saying that I set mv^2/r equal g/cosTHETA ?
No. Start by writing down two equations: one for the requirement of the sum of the forces in the vertical plane, and one for the sum of the forces in the horizontal plane. In otherwords, apply Newton's second law separately to the vertical and radial planes.