4 years ago

Integral of arctan(8x) dx.

1 answer:

5 0

<span>we are asked to determine the integral tan^(-1)(8 x) dx. we use the inverse property of trigonometric equation in integral calculus such that the answer is </span><span>integral tan^(-1)(8 x) dx. = </span>x tan^(-1)(8 x)-1/16 log(64 x^2+1)+ C where C is a constant.

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The Pythagorean theorem, a squared + b squared = c squared, is used to find missing side lengths in a right triangle. Solve for

Gwar [14]

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i don't do this traditionally i work it a very long way thats easier for me but this is my go to ex. that i show people and it is correct and easy to visualize
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