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10 questions from this quiz
Integration by substitution
A composite function
Identify the inner function
dudx\frac{du}{dx}dxdu
Substitute u=g(x)u = g(x)u=g(x) back
sin(x2)+C\sin(x^2) + Csin(x2)+C
(x3+1)66+C\frac{(x^3 + 1)^6}{6} + C6(x3+1)6+C
ex2+Ce^{x^2} + Cex2+C
13sin(3x)+C\frac{1}{3}\sin(3x) + C31sin(3x)+C
When the derivative of the inner function appears
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