Question

Solve the following

Answer 1

Fundamental Theorem of Calculus Part II.

Answer 2

Basically, \(\LARGE \int_{a}^{b}f(x)dx = \begin{bmatrix}
F(x) & \\

\end{bmatrix}_a^b\)

Answer 3

In other words: \([F(b)-F(a)]\)

Answer 4

Evaluate the integral as you would normally, this is a simple integral: \(\huge \int 2xdx = x^2]_0^{10} = [(10)^2-(0)^2] = 100\)