Originally Posted by

**l flipboi l** Hello,

Can someone please help me solve this equation?

Problem:

a guitar string is pulled at point p a distance of 3cm above it's rest position. It is then released and vibrates in damped harmonic motion with a frequency of 165 cycles per second. After 2 s, it is observed that the amplitude of the vibration at point P is 0.6 cm..

a. Find the damping constant c

b. Find an equation that describes the position of point p above it's rest position as a function of time. Take t=0 to be the instant that the string is released.