APFIVE Definite Integral Requiring Substitution
Evaluate the definite integral: $$\int_{0}^{4} \frac{\sqrt{x+1}-1}{\sqrt{x}} dx.$$
A
$$2*\sqrt{5}+\ln(2+\sqrt{5})$$
B
$$2*\sqrt{5}+\ln(2+\sqrt{5})-4$$
C
$$2*\sqrt{5}+\ln(2+\sqrt{5})+4$$
D
$$2*\sqrt{5}-\ln(2+\sqrt{5})-4$$
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