code class="asciimath">Problem 1 A 1 kg mass oscillates vertically on a spring with a position (as a fuction of time in seconds) is described by: y(t)=Acos(\omega t+\phi _(o)) where the amplitude A=0.3m, the angular frequency is \omega =5ra(d)/(s), and the phase constant \phi _(o)=-(\pi )/(2). a, and a(t)=y^()(t) from a time t=0 to t=2T. Provide numerical values on the axes for the maximum and minimum amplitude, velocity, and acceleration. [12pts]