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Not sure how to approach reduction of order Assume that y (@) is a solution to the linear homogeneous ODE in standard form : y

Not sure how to approach reduction of order

Assume that y (@) is a solution to the linear homogeneous ODE in standard form : y" + P(oly' + Q(x)y =0. (a) Make use of the reduction of the order of the ODE to show that a second solution to the equation is given by yz(x) = 1(x)

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