JEE MainMathematicsIndefinite IntegralsMCQ+4 / −1If ∫dxcos3x2sin2x=(tanx)A+C(tanx)B+k,\int {{{dx} \over {{{\cos }^3}x\sqrt {2\sin 2x} }}} = {\left( {\tan x} \right)^A} + C{\left( {\tan x} \right)^B} + k,∫cos3x2sin2xdx=(tanx)A+C(tanx)B+k, where k is a constant of integration, then A + B +C equals :A215{{21} \over 5}521B165{{16} \over 5}516C710{{7} \over 10}107D2710{{27} \over 10}1027Attempt in chatSharePreviousNextMore from Indefinite IntegralsThe integral ∫(1+x)x−x2dx is equal to : (where C is a constant of integration.)2016 · MCQThe integral ∫(x5+x3+1)32x12+5x9dx is equal to :2016 · MCQThe integral ∫x2(x4+1)3/4dx equals :2015 · MCQThe integral ∫(1+x−x1)ex+x1dx is equal to2014 · MCQIf ∫f(x)dx=ψ(x), then ∫x5f(x3)dx is equal to2013 · MCQIf the ∫tanx−25tanxdx=x+aln∣sinx−2cosx∣+k, then a is equal to :2012 · MCQThe value of 2∫sin(x−4π)sinxdx is2008 · MCQ∫cosx+3sinxdx equals2007 · MCQ