integrate square root 1+tan^2x dx
-
sqrt(1 + tan^2x)dx
= sqrt(sec^2x)dx
= secxdx
= ln|secx + tanx| + C
= sqrt(sec^2x)dx
= secxdx
= ln|secx + tanx| + C
-
Sounds like you want to use a trigonometric substitution.
For those, remember your trigonometry identifications. sin^2 + cos^2 = 1 is one out of many.
For those, remember your trigonometry identifications. sin^2 + cos^2 = 1 is one out of many.