Mathematics, 27.04.2021 02:10 traphard979
Write a fourth degree Taylor polynomial P(x), for g(x) = f (x2 + 2) about x = 0. Use P(x) to explain why g must have a relative minimum at x = 0. Let f be the function given by f(x) = e-2x^2
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Write a fourth degree Taylor polynomial P(x), for g(x) = f (x2 + 2) about x = 0. Use P(x) to explain...
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