Evaluate the integral. int x5^(3x)dx Answer:

Denote Integral as I: Let's denote the integral we want to evaluate as I: I = ∫x5^(3x)dx This integral is not a standard form and cannot be solved using elementary functions. We need to recognize that there is no straightforward antiderivative for this function. Therefore, we cannot express the integral in terms of elementary functions.

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Evaluate the integral.

int x5^(3x)dx
Answer:

Evaluate the integral. $\newline$ $\int x 5^{3 x} d x$ $\newline$ Answer:

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Calculus

Find indefinite integrals using the substitution and by parts

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Q. Evaluate the integral.

\newline

\int x 5^{3 x} d x

\newline

Answer:

Denote Integral as I: Let's denote the integral we want to evaluate as $I$ :I = \int x^5^{(3x)}\,dxThis integral is not a standard form and cannot be solved using elementary functions. We need to recognize that there is no straightforward antiderivative for this function. Therefore, we cannot express the integral in terms of elementary functions.