MAT136H1 Lecture Notes - Product Rule, Linear Differential Equation, Integrating Factor
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MAT136H1 Full Course Notes
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Linear differential equation is in the form of ( ) ( ), where the integrating factor. Then the next step is to multiply by this integrating factor to the differential equation to solve for the differential equation. Rearrange the equation first in the linear differential form: To get the integrating factor: ( ) ( ) . Now multiply the integrating factor to the differential equation on both sides: ( ; the left side is in the form of product rule:
