Fundamental Theorem of Calculus: Accumulation Functions Practice Test

$2^{x}\ln 2-\sin x$

$\int_{0}^{x}\big(2^{t}+\cos t\big),dt$

$\left[\dfrac{2^{t}}{\ln 2}+\sin t\right]_{0}^{x}$

$2^{x}+\cos x$

$2^{t}+\cos t$