1. The problem statement, all variables and given/known data A mass is suspended from the ceiling on a spring. It is pulled down to point P and then released. It oscillates up and down. Its distance, s cm, from the ceiling, is modeled by the function s=48 + 10cos([tex]\Pi[/tex]t) where t is the time in seconds from release. (a)What is the distance of the point P from the ceiling. Do not use a calculator (b) Find ds/dt 2. Relevant equations The Unit Circle 3. The attempt at a solution (a) I set it equal to zero, and then used the unit circle to find that cos([tex]\Pi[/tex]) = 1, but that doesn't take into account the t.