- 3 Suppose That Y Y1 Is A Solution Of The Following De Dy P X Y G X R X Ya G X 0 Dec A Show That The S 1 (15.69 KiB) Viewed 76 times
3. Suppose that y = y1() is a solution of the following DE: dy + P(x)y = g(x) + R(x)ya. g(x) +0. dec (a) Show that the s
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3. Suppose that y = y1() is a solution of the following DE: dy + P(x)y = g(x) + R(x)ya. g(x) +0. dec (a) Show that the s
3. Suppose that y = y1() is a solution of the following DE: dy + P(x)y = g(x) + R(x)ya. g(x) +0. dec (a) Show that the substitution y = 41+ reduces the DE to the following linear equation: du + [2R(x)yi - P(x)] u =-R(x). (b) Use part (a) to find a general solution of the DE: dx dy dr + 1 2 >O r given that yı = 1
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