Math, asked by dimplepathak53, 1 year ago

integration of x\2

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Answered by balakrishna40
1

let \:  \frac{x}{2}  = t

 \frac{1}{2} dx = dt

given

 = integral( { \sec(t)) }^{2}(2 dt)

2tant + c

2 \tan( \frac{x}{2} )  + c


dimplepathak53: thank you
balakrishna40: I hope understood it
Answered by sibiroopan
2

There is X/2 in the place of X. so,simply apply the formula sec^2 x/2 = tan X/2 and add the constant behind answer.

Answer is tan X/2 + c.


balakrishna40: u used wrong concept
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balakrishna40: Visakhapatnam
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