1a. T= Me^-kt + Tsb. K= 0.037469c. 33 minI need solutions

1. Newton's Law of Cooling states that the rate at which the temperature of a cooling object decreases is proportional to the difference between the temperature of the object and the temperature of the (11' surrounding medium. It is modeled by the differential equation E = k(T Ts) where T is the temperature of an object after 1: minutes, TS is the constant temperature of the surrounding medium (e.g. room temperature) and k is the growth constant. a. Solve the differential equation for the general solution, isolating T. ' solve for the coefcient of the e term 3 a: ae constant k (in your exponent) to 6 3; found to the nearest minute.)