If the environmental temperature follows the trigonometric function given by Te(t)=16, then a more accurate cooling law is given by the differential equation: dh/dt= ?k(H ? Te(t)), H(0) = 23.8 where H(t) is the body temperature of the cat and k is a kinetic constant of cooling. Find the solution to this differential equation using Maple. k3 = Find the time td when the death occurs assuming this trigonometric environmental temperature and give the time on the clock. td = . Time on the clock = : AM, where the minutes are a decimal value with at least 4 significant figures.