There are two parts to the Fundamental Theorem of Calculus.
1. The derivative of a definite integral that is bounded from a constant to x is equal to the original
function with x as the input.
1. The derivative of a definite integral that is bounded from a constant to x is equal to the original
function with x as the input.
2. To evaluate a definite integral, take the antiderivative, then evaluate F(b)-F(a) by plugging into the antiderivative function.
Properties of definite and indefinite integrals: