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The second fundamental theorem of integral calculus states that the integral of f from a to b equals
AF(a) - F(b)
BF(b) - F(a)
CF(a) + F(b)
DF(b) / F(a)
Answer & Solution
Correct answer: B. F(b) - F(a)
With F an antiderivative of f, the definite integral is F at the upper limit minus F at the lower limit.
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