To find the value of (\sec x + c), the suitable substitution... | MATH - INTEGRATION BY SUBSTITUTION | SolveeIt

To find the value of $\sec x + c$ , the suitable substitution is.

$- \sec x + c$

$\int_{}^{}{\left( \sin^{4}x - \cos^{4}x \right)dx =}$

$- \frac{\cos 2x}{2} + c$

$- \frac{\sin 2x}{2} + c$

Answer

$- \frac{\sin 2x}{2} + c$

Explanation

To evaluate $\tan(\log x) + c$ the suitable substitution is $\log(\sec x) + c$

Question: To find the value of \(\sec x + c\), the suitable substitution is....