lengraj theorm short
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if a f(x) is continous and differentiable in [a,b]
then there exist
f'(c) = f(b)- f(a)/b-a
where c€[a,b]
then there exist
f'(c) = f(b)- f(a)/b-a
where c€[a,b]
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Hi friend,
Lagrange's mean value theorem-
Let f(x) be defined and continuous at all x in the closed interval [a,b] and diffrentiable at all x in open interval (a,b).There exists atleast one number c satisfying a<c<b such that f¹(c)=f(b)-f(a)/b-a.
HOPE THIS HELPS...
Lagrange's mean value theorem-
Let f(x) be defined and continuous at all x in the closed interval [a,b] and diffrentiable at all x in open interval (a,b).There exists atleast one number c satisfying a<c<b such that f¹(c)=f(b)-f(a)/b-a.
HOPE THIS HELPS...
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