show why please! 7. Multiple choice - choose one answer Let f(z) ( 3)2. There ar

Question

show why please!

7. Multiple choice - choose one answer Let f(z) ( 3)2. There are no e values in (1, 4) that satisfy /'(c) information, what can be said about the Mean Value Theorem? Based on this (a) This does not contradict the Mean Value Theorem because f is not continuous on [,4 (b) This does not contradict the Mean Value Theorem because although f is continuous on (1, 4), it is not differentiable on (1,4) (c) This contradicts the Mean Value Theorem because f satisfiess the hypotheses on the given interval, but there does not exist any c in (1,4) such that f'(c) (d) There is not enough information to conclude anything about the Mean Value Thooren.

Explanation / Answer

Question 7 .
Mean value theorem will be applicable in (a,b) if function is continuous and differentiable in (a,b)

f(x) = (x-3)-2 is not differentiable at x= 3
SO Mean value theorem can not be applied
And hence it doesnot contradict Mean valued theorem
ANswer = b

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