Find the polynomial function f(x) of degree 6 satisfying: lim x-0 (1+ f(x) /x^3)^1/x = e^2.

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Find the polynomial function f(x) of degree 6 satisfying: lim x->0 (1+ f(x) /x^3)^1/x = e^2.

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Jitender Singh · Answer

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Find the polynomial function f(x) of degree 6 satisfying: lim x->0 (1+ f(x) /x^3)^1/x = e^2.

Find the polynomial function f(x) of degree 6 satisfying: lim x->0 (1+ f(x) /x^3)^1/x = e^2.

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Find the polynomial function f(x) of degree 6 satisfying: lim x->0 (1+ f(x) /x^3)^1/x = e^2.

Find the polynomial function f(x) of degree 6 satisfying: lim x->0 (1+ f(x) /x^3)^1/x = e^2.

2 Answers

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Other Related Questions on Differential Calculus

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