Supply the missing integrand corresponding to the indicatedu-substitution.(a) 5(5x 3)1/3

Chapter 5, Problem 2

(choose chapter or problem)

Supply the missing integrand corresponding to the indicated u-substitution.

(a) \(\int 5(5 x-3)^{-1 / 3} d x=\int_{ } d u ; u=5 x-3\)

(b)  \(\int(3 x-\tan x) \sec ^{2} x d x=\int_{ } d u ; u=3-\tan x\)

(c)  \(\int \frac{\sqrt[3]{8+\sqrt{x}}}{\sqrt{x}} d x=\int_{-} d u ; u=8+\sqrt{x}\)

(d) \(\int e^{3 x} d x=\int_{ } d u ; u=3 x\)

Equation Transcription:

∫∫______

∫∫_______

∫∫________

∫∫_________

Text Transcription:

integral 5(5x-3)^-1/3 dx =integral________du;u=5x-3

integral (3x-tan x) sec^2 x dx=integral_______du;u=3-tan x

integral cube root 8+sqrtx /sqrtx dx=integral_________du;u=8+sqrtx

integral e^3x dx=integral_______du;u=3x