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Integrals

Question

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Write the value of $\int \sec x (\sec x + \tan x) dx$

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Solution

$\int \sec x (\sec x + \tan x) dx \int (\sec^{2} x + \sec x \tan x) dx \int (\sec^{2} x dx + \int \sec x \tan x dx = \tan x + \sec x + C, where C is a constant .$

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Integrals

Write the value of $\int \sec x (\sec x + \tan x) dx$

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For Daily Free Study Material Join wiredfaculty

Integrals

Write the value of ∫ sec x sec x + tan x dx

Some More Questions From Integrals Chapter

Mock Test Series

NCERT Sample Papers

Entrance Exams Preparation

Write the value of $\int \sec x (\sec x + \tan x) dx$