mean value theorem वाक्य
उदाहरण वाक्य
मोबाइल
- He also refined the second mean value theorem of integration.
- The mean value theorem is still valid in a slightly more general setting.
- According to the mean value theorem ( above ),
- Since g is a differentiable function in one variable, the mean value theorem gives:
- Look up Gauss'Mean Value Theorem.
- Another proof can be given by combining the mean value theorem and the intermediate value theorem.
- It can be generalized to more variables according by the mean value theorem for divided differences.
- In particular, the ultrahyperbolic equation satisfies an analog of the mean value theorem for harmonic functions
- Cauchy's mean value theorem can be used to prove l'H�pital's rule.
- More formally, P ?is found in the mean value theorem of calculus, which says:
- Indeed, it is needed to prove both the mean value theorem and the existence of Taylor series.
- These refinements of Taylor's theorem are usually proved using the mean value theorem, whence the name.
- Given that, the fundamental theorem of the calculus and the mean value theorem imply that f is everywhere 1.
- That the latter is a Hilbert space at all is a consequence of the mean value theorem for harmonic functions.
- The main conjecture of Vinogradov's mean value theorem is that the upper bound is close to this lower bound.
- Each rectangle, by virtue of the mean value theorem, describes an approximation of the curve section it is drawn over.
- The mean value theorem is the special case of Cauchy's mean value theorem when " t " } }.
- The mean value theorem is the special case of Cauchy's mean value theorem when " t " } }.
- The mean value theorem in one variable tells us that there exists some " t * " between 0 and 1 such that
- His work contains mathematical objects equivalent or approximately equivalent to infinitesimals, derivatives, the mean value theorem and the derivative of the sine function.
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