Consider * X=0WuationInsideBoundary condition on inside surfaceFrcle one below+kx-inside-k (dr) xainsideTx-inside = 37(20-5)W= 37(20-5)= 37(20-5)Tx-inside = 20•d (₁ d7) + 0 = 03Wonsider a rectangular outer wall of a house in Lubbock. In winter, on a particularsurface of this wall inside the house is maintained at a constant temperature of 20 °C. Assumingday, the outside air temperature is 5 °C with a heat transfer coefficient of 37 W/m² K. The innersteady state and constant thermal conductivity 'k' for the wall:1) What is the differential equation that describes the temperature in the wall along its thickness?2) What are the boundary condition equations?TalalsT1.1ERMacBook Air6Outside7YPUBoundary condition on outside surfaceCircle oneнов,x-outside-37(Tox-outside -5)-k (dx)Tx-outside-37(Tex-outside"x-outside-37(Tex-outside-5)x-outside = 5

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X=0 v Boundary condition on inside surface cle one below -k uation Inside +k dx * (27) ₂0 x-inside Tx-inside = 37(20-5) x-inside onsider a rectangular outer wall of a house in Lubbock. In winter, on a particular day, the outside air temperature is 5 °C with a heat transfer coefficient of 37 W/m² K. The inner surface of this wall inside the house is maintained at a constant temperature of 20 °C. Assuming steady state and constant thermal conductivity 'k' for the wall: 1) What is the differential equation that describes the temperature in the wall along its thickness? 2) What are the boundary condition equations? = 37(20-5) 15 W = 37(20-5) Tx-inside = 20 d (₁47) +0=0₂² A E 4 T Outside MacBook Air Y 7 Boundary condition on outside surface Circle one +k -k <-37 (Tox-outside-5) xwoutside Tx-outside 37(Tox-outside-5) <=37(Tox-outside -5) x-outside Tx-outside=5