Which of the following u-substitutions for ∫ (x(x+2)^2)/(sqrt(x))dx results in 2∫u^(2)(u^(2)+2)^(2)du?

Answer:
A
Step-by-step explanation:
u = sqrt(x)
x = u²
dx/du = 2u
dx = 2u × du
x(x+2)²/sqrt(x) . dx
u² × (u²+2)]/u × 2udu
2 × u²(u²+2).du