I'm curious if this is even possible to solve for D. D is the only variable, x, y, z, and w are all constants, and e is the mathematical constant e.
$ (\frac{x+yD^{2}}{zD})^{\sqrt{2D}} = e^{\sqrt{w}} $
I'm curious if this is even possible to solve for D. D is the only variable, x, y, z, and w are all constants, and e is the mathematical constant e.
$ (\frac{x+yD^{2}}{zD})^{\sqrt{2D}} = e^{\sqrt{w}} $