If for a function f x - f a -0- f - a -0- f - a -0- then at x - a - f x is-MP PET 1994- Pb- CET 2002-A- MinimumB- MaximumC- Not an extreme pointD- Extreme point

The correct option is B Maximum We have seen that if at x = a, f'(x) = 0, and f"(x) gt; 0, then we have a minimum at f(a). ...

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If for a function f(x), f(a) = 0, f'(a)=0, f"(a) > 0, then at x = a, f(x) is
[MP PET 1994; Pb. CET 2002]

Minimum

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Maximum

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Not an extreme point

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Extreme point

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Similar questions

f (x), f^{'} (a) = 0, f^{''} (a) = 0, f^{'''} (a) > 0

x = a, f (x)

f^{^{'}} (a) = 0

f^{^{''}} (a) > 0

f (x)

x = a

f^{'} (a) = 0

f^{''} (a) < 0

f (x)

x = a

f (x)

f^{'} (a) = 0

f^{''} (a) = 0,

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