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verify-that-x-and-x-are-the-solution-of-the-homogeneous-equation-corresponding-to-1-x-y-2-xy-1-y-2-x-1-2-x-0-lt-x-lt-1-and-find-the-general-solution-




Question Number 133403 by Engr_Jidda last updated on 21/Feb/21
verify that ϱ^x  and x are the solution  of the homogeneous equation corresponding  to (1−x)y^2 +xy^1 −y=2(x−1)^2 ϱ^(x ) , 0<x<1  and find the general solution.
verifythatϱxandxarethesolutionofthehomogeneousequationcorrespondingto(1x)y2+xy1y=2(x1)2ϱx,0<x<1andfindthegeneralsolution.

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