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If ∫f(x)dx = φ(x), the area under f from x = a to b (f ≥ 0) is

Aφ(a) − φ(b)
Bφ(b)·φ(a)
Cφ(b) − φ(a)
Dφ(b) + φ(a)
Answer & Solution
Correct answer: C. φ(b) − φ(a)
The fundamental theorem of integral calculus gives the definite integral as the antiderivative difference.
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