x. +2 dy dy +x- - xy = 0 dx dx describes the physical situation. (c)...

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x. +2 dy dy +x- - xy = 0 dx dx describes the physical situation. (c) Apply the method of Frobenius and find the roots of the indicial equation to show that c = c2=0. (d) Complete the solution and show that the first few terms of the solution are 2 (x2 4 y=ao 1+ + () + 2! (x4 + boln(x) 1+ + + (2!)2 - 2 + 3x 4 - ( (2!) + ]} x. +2 dy dy +x- - xy = 0 dx dx describes the physical situation. (c) Apply the method of Frobenius and find the roots of the indicial equation to show that c = c2=0. (d) Complete the solution and show that the first few terms of the solution are 2 (x2 4 y=ao 1+ + () + 2! (x4 + boln(x) 1+ + + (2!)2 - 2 + 3x 4 - ( (2!) + ]}