2. Show that n() cos(In ) and 12(x) = sin(In x) form a fundamental set of solutions for the equation xºy" + xy + y = 0 i

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2. Show that n() cos(In ) and 12(x) = sin(In x) form a fundamental set of solutions for the equation xºy" + xy + y = 0 i

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2 Show That N Cos In And 12 X Sin In X Form A Fundamental Set Of Solutions For The Equation Xoy Xy Y 0 I 1
2 Show That N Cos In And 12 X Sin In X Form A Fundamental Set Of Solutions For The Equation Xoy Xy Y 0 I 1 (10.86 KiB) Viewed 19 times
2. Show that n() cos(In ) and 12(x) = sin(In x) form a fundamental set of solutions for the equation xºy" + xy + y = 0 in the interval (0,00) (part of this involves verifying that they are indeed solutions of the equation).
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