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Class 11 Thermodynamics Notes by Shraddha Khot is a document available to read on EtoBox.

Here are the steps to solve this differential equation using Eulers theorem: 1) Group terms containing the same derivative: (Ddz S Imy) + (y dat) + (13 + 189y3)dy = 0 2) Factor out the coefficients of the highest order derivatives: Ddz (Imy) + y dat + (13 + 189y3)dy = 0 3) Use Eulers theorem: Imy + y = F(z, t, y) Where F(z, t, y) = 13 + 189y3 So the differential equation is: Ddz (Imy) + y dat + (13 + 189y3

Author

Shraddha Khot

Language

EN