Lagrange's mean value theorem is a particular case of _____?
- Cauchy's mean value theorem
- Euler's theorem
- Leibniz's theorem
- None of these
Explanation
Lagrange's Mean Value Theorem is a special case of Cauchy's Mean Value Theorem when one function is f(x) and the other is g(x) = x.
Cauchy’s theorem is more general and applies to two functions.
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