What Does Total Bili Mean

Teorema di Lagrange

Se il teorema di Lagrange era una generalizzazione del teorema di Rolle ora il teorema di Cauchy e' un ampliamento del teorema di Lagrange, le ipotesi saranno le stesse eccetto il fatto that it 's a second function as a denominator must' never have zero value in the range of validity 'of the theorem.
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Mathematically:
Given two functions y = f (x) and y = g (x)
continue in a closed and bounded interval [a, b] and differentiable within the interval

with g (x) 0 in the range of g '(x) 0 inside the interval then there exists within
interval a point c such that:
f '(c) f (b) - f (a) ---------------
--------=
g '(c) g (b) - g (a) -----------------------------------
--------------------------------------------- Intuitively
enough to make the relationship between two applications of the theorem of Lagrange in the same range for two different functions in mind that the function in the denominator should never cancel
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