- Using The Method Of Integrating Factors Find The General Solution To Dy Y 3 O Y T 3t Ln T Ct Oy T 4 Oy T 1 (37.02 KiB) Viewed 43 times
Using the Method of Integrating Factors, find the general solution to: dy = ²y+3. O y(t) = 3t ln(t) + Ct Oy(t) = 4 Oy(t)
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Using the Method of Integrating Factors, find the general solution to: dy = ²y+3. O y(t) = 3t ln(t) + Ct Oy(t) = 4 Oy(t)
Using the Method of Integrating Factors, find the general solution to: dy = ²y+3. O y(t) = 3t ln(t) + Ct Oy(t) = 4 Oy(t) = Ct-In(t) + 3t Oy(t) = t-In(t) + C O y(t) = 3t ln(t) + t ہے