If l=∫sec2xcosec4xdx=Acot3x+Btanx+Ccotx+D, then

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If {l}={{}^{{2}}{x}}{{{e}}}{c}^{{4}}{x}{.{d}{x}.}={A}{{}^{{3}}

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If $l = \int sec^{2} x cos e c^{4} x d x = A cot^{3} x + B tan x + C cot x + D,$ then

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Owen Discussed

l = \int sec^{2} x cos e c^{4} x d x = A cot^{3} x + B tan x + C cot x + D,

then

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l = \int sec^{2} x cos e c^{4} x d x = A cot^{3} x + B tan x + C cot x + D,

then