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(8)/(sqrt(1 - (4 x)^(2))) + (27)/(sqrt(1...

`(8)/(sqrt(1 - (4 x)^(2))) + (27)/(sqrt(1 - 9 x^(2))) - (15)/(1+ 25 x^(2))`

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(1)/(sqrt(1-(4x)^(2)))

Integrate (8)/(sqrt(1-(4x)^(2)))+(27)/(sqrt(1-9x^(2)))-(15)/(1+25x^(2)) with respect to x .

Integrate the following w.r.to .x. 8/(sqrt(1-(4x)^2))+27/(sqrt(1-9x^2))-15/(1+25x^2)

(2x + 1)/(sqrt(9 + 4 x - x^(2)))

(1)/(sqrt(9 + 8 x - x^(2)))

Integrate the following with respect to x. (i) 1/(1 + (2x)^2) " " (ii) 1/(sqrt(1 - (9x)^2)) " " (iii) 1/(sqrt(1 - 25x^2)) .

sqrt((x + 1)^(2)- 4 )