To get a feel for higher order ODES, show that the given functions are solutions and form a basis on any interval. Use Wronskians. In Prob. 6, x> 0, 1. 1, x, x2, x, 2. e, e-, e2x - 2y" – y' + 2y = 0 y

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A: Given double integration ∫12∫34y2exdxdy

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A: I have stated the method for the solution

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A: Hello thank you for the question, As you have mentioned question number b & c, answering only…