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Question

(iii) If f′′(x)<0xϵ(a,b) and (c,f(c)) is a point lying on the curve y=f(x), where a<c<b and for that value of c,F(c) has a maximum, then f(c) equals

A
f(b)f(a)ba
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B
2ba{f(b)f(a)}
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C
2f(b)f(a)2ba
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D
0
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