Your assignment, solve Newton's Law of Colling/Heating Diffy Q below: dT - = k(M – T) dt To show that the solution to this differential equation produce the following: a) T(t)= M +(T,– M)e* k>0, T,>M b) т()- м- (м-т,)е " k>0, т, «м – kt With equation a) is for cooling, and Equation b) is for heating. Tis the temperature of the object at a given time t, M is the temperature of the surrounding medium, and k is a positive constant. To is the initial temperature of the object- the condition given to find particular solution to the differential equation!

Your assignment, solve Newton's Law of Colling/Heating Diffy Q below: dT - = k(M – T) dt To show that the solution to this differential equation produce the following: a) T(t)= M +(T,– M)e* k>0, T,>M b) т()- м- (м-т,)е " k>0, т, «м – kt With equation a) is for cooling, and Equation b) is for heating. Tis the temperature of the object at a given time t, M is the temperature of the surrounding medium, and k is a positive constant. To is the initial temperature of the object- the condition given to find particular solution to the differential equation!

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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