Question: Solve the equation using substitution z=ln(x) using both the Cauchy-Euler method and variation of parameters. x 2 ( x + 1 ) y + x

Solve the equation using substitution z=ln(x) using both the Cauchy-Euler method and variation of parameters.

x2(x+1)y+x(x+1)y(x+1)y=1

thanks in advance please write neat/clear.

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