Define P n (x) by Use the reduction formula in Exercise 64 to prove that P n
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Define Pn(x) by
Use the reduction formula in Exercise 64 to prove that Pn(x) = xn − nPn−1(x). Use this recursion relation to find Pn(x) for n = 1, 2, 3, 4. P0(x) = 1.
Data From Exercise 64
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[x¹e² dx = P₁ xe* dx= Pn(x) et + C
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