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Fermats Theroem

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Fermats Theroem

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(1)
session 18

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About Fill in the Blanks
mathematics
math
maths
9 times made

Created by

Mia Stampatori
Mia Stampatori
Canada

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Fermats TheroemOnline version

session 18

by Mia Stampatori
1

Fermat's Theorem
If f is a function for which :
f ( x ) is at x = c ;
f' ( c ) exists ( i . e . f is at c ) .
f ( x ) has a min or max at the point ( c , f ( c ) ) ;
Then it must be that f' ( c ) = 0 . In other words , f has a at x = .

 
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