A clock is hanging on a wall. The length of the second hand

Last updated: 8/3/2022

A clock is hanging on a wall. The length of the second hand is 22 cm., and the lowest that the tip of the second hand ever reaches above the ground is h cm. The value of h is determined by the last three digits of your student number (e.g. for # 682304, h is 304 cm.) Student #:_____h: ______cm. a) What are the equation of the axis, amplitude, and period in minutes of the function that represents the tip of the second hand's height above the ground? b) Determine the equations of the sinusoidal functions (both cosine and sine) that represent the tip of the second hand's height above the ground. Assume that at t = 0, the time is 5 p.m.