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Integral of a Derivative
If $$F(x)$$ is differentiable on $$[a,b]$$:
$$\int_a^bF'(x)\,dx=F(b)-F(a)$$
Usage
- Used to convert an integral of a derivative directly into endpoint values.
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Integral of a Derivative
If $$F(x)$$ is differentiable on $$[a,b]$$:
$$\int_a^bF'(x)\,dx=F(b)-F(a)$$
Usage
- Used to convert an integral of a derivative directly into endpoint values.
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