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`inttanxtan2xtan3xdx`

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inttanx.tan2x.tan3xdx =

inttan2xtan5xtan7xdx

inttan2xtan3xtan5xdx=

STATEMENT-1 : int tan5xtan3xtan2xdx is equal to (log|sec5x|)/(5)-(log|sec3x|)/(3)-(log|sec2x|)/(2)+c and STATEMENT-2: tan5x-tan3x-tan2x=tan5xtan3xtan2x .

tan5xtan3xtan2x=?

y=tanxtan2xtan3xtan4x

Differentiate tanxtan2xtan3xtan4x in two ways : (i) by taking logarithums and (ii) by repeatedly applying product rule.

Total number of solution of tan3x-tan2x-tan3xtan2x=1 in [0,2pi] is equal to

Evaluate: intxsin2xsin3xdx

inttan^3 2xsec 2xdx