a function will have maximum value at x=c if second derivative of f(c) changes sign from a.positive to negative b, negative to positive
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OpenStudy (ghazi):
a function will have maximum when slope changes from positive to negative
OpenStudy (ghazi):
|dw:1346254964186:dw|
OpenStudy (ghazi):
|dw:1346255004255:dw|
OpenStudy (anonymous):
if the second derivative is positive the function is concave up, if the second derivative is negative the function is concave down. Id the second derivative changes sign there a point of inflection
OpenStudy (anonymous):
why
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OpenStudy (ghazi):
you can see the graph above.....from positive slope to negative you'll have maximum value
OpenStudy (anonymous):
if f'' is positive then f' is increasing and the other way round
OpenStudy (ghazi):
and from negative to positive it's minimum |dw:1346255267547:dw|
OpenStudy (anonymous):
I think in your question you have got f'and f'' mixed up
OpenStudy (ghazi):
slope is derivative
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