APFIVE When evaluating the definite integral $$\int_{2}^{3} 2*x\,dx$$ using the Fundamental Theorem of Calculus, rank the following steps in order: (1) Find the antiderivative, (2) Evaluate at the upper limit, (3) Evaluate at the lower limit, (4) Subtract the lower value from the upper.
Evaluate at the upper limit, Find the antiderivative, Evaluate at the lower limit, Subtract the lower evaluation from the upper
Find the antiderivative, Subtract the lower evaluation from the upper, Evaluate at the upper limit, Evaluate at the lower limit
Find the antiderivative, Evaluate at the upper limit, Evaluate at the lower limit, Subtract the lower evaluation from the upper
Find the antiderivative, Evaluate at the lower limit, Evaluate at the upper limit, Subtract the lower evaluation from the upper
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