Problem

Solve the initial value problems in Problems through. First make a substitution of the for...

Solve the initial value problems in Problems through. First make a substitution of the form t = x − a, then find a solution Ʃcntn of the transformed differential equation. Slate the interval of values of x for which Theorem 1 of this section guarantees convergence.

(x2 − 6x + 10)y″ − 4(x − 3)y′ + 6y = 0; y(3) = 2, y′(3) = 0

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Solutions For Problems in Chapter 3.2

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