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Fundamental Theorem of Calculus Procedure

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Which of the following lists the correct sequence of steps to evaluate the definite integral ∫232∗x dx\int_{2}^{3} 2*x\,dx using the Fundamental Theorem of Calculus?

A

Find the antiderivative, Evaluate at the upper limit, Evaluate at the lower limit, Subtract the lower evaluation from the upper

B

Find the antiderivative, Evaluate at the lower limit, Evaluate at the upper limit, Subtract the lower evaluation from the upper

C

Find the antiderivative, Subtract the lower evaluation from the upper, Evaluate at the upper limit, Evaluate at the lower limit

D

Evaluate at the upper limit, Find the antiderivative, Evaluate at the lower limit, Subtract the lower evaluation from the upper

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