Prove that log(1+tan x)dx =π/8 log 2.#class12maths #integration

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Prove that log(1+tan x)dx =π/8 log 2

Prove that log(1+tan x)dx =π/8 log 2 where the limits are from 0 to π/4.

Prove that log(1+tan x)dx =π/8 log 2 where the limits are from 0 to π/4

Prove that log(1+tan x)dx =π/8 log 2 where the limits are from 0 to π/4 class 12th maths

How to prove that log(1+tan x)dx =π/8 log 2 where the limits are from 0 to π/4.

Prove that log(1+tan x)dx =π/8 log 2 where the limits are from 0 to π/4 NCERT example

NCERT EXAMPLER question Prove that log(1+tan x)dx =π/8 log 2 where the limits are from 0 to π/4

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