Q. 37 - Calculus

Question

Integral Formulas: Fill in the blanks to complete each of the following integration formulas.

$\int se{c}^{2}x dx=.............$

Step-by-Step Solution

Answer

The value of $\int se{c}^{2}x dx =\tan x+C$ .

Step 1. Given information .

Consider the given integral function $\int se{c}^{2}x dx$ .

Step 2. Fill the blank for ∫ s e c 2 x   d x .

The basic integral of the given function $\int se{c}^{2}x dx=\tan x+C$ .