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0 votes
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in Integral Calculus I by (47.6k points)

if f(x) us a continous funcation and a < c b, then \(\int\limits_{a}^{c}\) f(x)dx + \(\int\limits_{c}^{b}\)f(x)dx is _____

(a) \(\int\limits_{a}^{b}\)f(x)dx − \(\int\limits_{a}^{c}\)f(x)dx

(b)\(\int\limits_{a}^{c}\)f(x)dx - \(\int\limits_{a}^{a}\)f(x)dx

(c) \(\int\limits_{a}^{b}\)f(x)dx

(d) 0 

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1 Answer

+1 vote
by (46.9k points)

(c) \(\int\limits_{a}^{b}\)f(x)dx

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