inverse function उदाहरण वाक्य

उदाहरण वाक्य

1. Not all functions have inverse functions.
2. Such an inverse function exists if and only if " f " is bijective.
3. This is the inverse function theorem.
4. Such functions do not have an inverse function, but they do have an inverse relation.
5. Also, the inverse function theorem and implicit function theorem hold as in the one variable case.
6. The same conclusion holds for general Lie groups using the manifold version of the inverse function theorem.
7. It follows that the inverse function G = F ^ {-1 } is differentiable everywhere and that
8. Likewise, some authors use square brackets to avoid confusion between the inverse image and the inverse function.
9. Stated another way, the inverse function gives the solution for " x " of the equation
10. Which is meaning inverse function  Preceding talk ) 06 : 16, 4 September 2015 ( UTC)