b) Solve the following heat equation by using the method of separation of variables UTM UTM Pu du 2- with boundary conditions TM&UTM s U 0

b) Solve the following heat equation by using the method of separation of<br>variables<br>UTM UTM<br>Pu<br>du<br>2-<br>with boundary conditions<br>TM&UTM s U<br>0< <3, t2 0,<br>UTM<br>UTM<br>UTM<br>&UTM U<br>UTM<br>and initial condition<br>u(0, t) = 0, u(3, t) = 0, t20,<br>TM UTM s UTM<br>UTM UTM UTM<br>UTM U<br>u(x,0) = 2+r, 0<<3.<br>TM &UTM & UTM<br>UTM U<br>VI<br>

Extracted text: b) Solve the following heat equation by using the method of separation of variables UTM UTM Pu du 2- with boundary conditions TM&UTM s U 0<><3, t2="" 0,="" utm="" utm="" utm="" &utm="" u="" utm="" and="" initial="" condition="" u(0,="" t)="0," u(3,="" t)="0," t20,="" tm="" utm="" s="" utm="" utm="" utm="" utm="" utm="" u="" u(x,0)="2+r,"><3. tm="" &utm="" &="" utm="" utm="" u="">

Jun 11, 2022

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b) Solve the following heat equation by using the method of separation of variables UTM UTM Pu du 2- with boundary conditions TM&UTM s U 0

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