inverse function वाक्य
उदाहरण वाक्य
मोबाइल
- Not all functions have inverse functions.
- Such an inverse function exists if and only if " f " is bijective.
- This is the inverse function theorem.
- Such functions do not have an inverse function, but they do have an inverse relation.
- Also, the inverse function theorem and implicit function theorem hold as in the one variable case.
- The same conclusion holds for general Lie groups using the manifold version of the inverse function theorem.
- It follows that the inverse function G = F ^ {-1 } is differentiable everywhere and that
- Likewise, some authors use square brackets to avoid confusion between the inverse image and the inverse function.
- Stated another way, the inverse function gives the solution for " x " of the equation
- Which is meaning inverse function Preceding talk ) 06 : 16, 4 September 2015 ( UTC)
- This is guaranteed to hold if " ? " is continuously differentiable by the inverse function theorem.
- Typically, one is not interested in " ? " itself, but in its inverse function.
- The notation " f " " 1 should not be confused with that for inverse function.
- Inverse functions are closely related to the original functions : the differentiable, so is its inverse function,.
- Inverse functions are closely related to the original functions : the differentiable, so is its inverse function,.
- The fixed point theorem is often used to prove the inverse function theorem on complete metric spaces such as Banach spaces.
- At high frequencies, the PIN diode appears as a resistor whose resistance is an inverse function of its forward current.
- Then the natural logarithm could be recognized as the inverse function to the transcendental function e " x ".
- While the notation might be misunderstood, certainly denotes the multiplicative inverse of and has nothing to do with the inverse function of.
- Intuitively, an inverse function is obtained from " f " by interchanging the roles of the dependent and independent variables.
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