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10.3 Cauchy’s Mean Value Theorem
For (f,g) continuous on ([a,b]), differentiable on ((a,b)), with (g'(x)\neq 0), (\exists c \in (a,b)):
[
\fracf(b)-f(a)g(b)-g(a) = \fracf'(c)g'(c).
] vinay kumar differential calculus pdf
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