Find the indefinite integral (6√(x^2) + (16)/(x^9) + 12e^4x - (8)/(x))dx.

Name: Find the indefinite integral (6√(x^2) + (16)/(x^9) + 12e^4x - (8)/(x))dx.
Uploaded: 2023-07-19T17:46:42-08:00
Duration: 15 s
Channel: Numerade
Description: Find the indefinite integral (6√(x^2) + (16)/(x^9) + 12e^4x - (8)/(x))dx.

Question

Sri K · Answer

in the following question we have to find integral of integral x sine x square dx okay so this t

Tyler Moulton · Answer

We want to find the integral of the given definite integral, the definite integral X, hyperbolic

Vishal Parmar · Answer

Okay, so in this question we want to solve this given integration. So first of all, we need to s

Amrita Bhasin · Answer

Okay, we&#x27;ve been given U as X cubed in this problem, which means that we have one -third DU is e

Collin Parker · Answer

All right, for this problem, we are asked to solve an indefinite integral. We could do this dire

Question

Find the indefinite integral $\left(6\sqrt[7]{x^2} + \frac{16}{x^9} + 12e^{4x} - \frac{8}{x}\right)dx.$

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