Calculate the speed of the particle

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A simple pendulum, consists of an object suspended by a string. The object is assumed to be a particle. The string, with its top end fixed, has negligible mass and does not stretch. In the absence of air friction, the system oscillates by swinging back and forth in a vertical plane. If the string is 2.70 m long and makes an initial angle of 30.5° with the vertical, calculate the speed of the particle at the following positions.

(a) at the lowest point in its trajectory

(b) when the angle is 15.0°


I thought I could use ac = V^2/r.. but I got the wrong answers
anyone have any hints for me on what I use for formulas?
 
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Try conservation of energy (gravitational potential energy and kinetic energy). Take the bottom position as your reference point.
 
In free space, umm it doesn't.

You have a hypothetical string of no mass in with a hypothetical end point. Are we to assume it is in a hypothetical Earth gravity or some other space?
 

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