Question
Let f(x) = {1 + sin x, x < 0x2 − x + 1, x ≥ 0. Then
Answer: Option A
:
A
f is continuous at ‘0’ and f'(0-) > 0 and f'( 0 +) < 0 . Thus f has a local maximum at ‘0’.
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:
A
f is continuous at ‘0’ and f'(0-) > 0 and f'( 0 +) < 0 . Thus f has a local maximum at ‘0’.
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