find-the-inverse-function-g1xg-1leftxright-of-gx2lnx34gleftxright2lnleftx-3right

Question

Find the inverse function g−$$1(x)g^{-1}$$\left(x\right) of g(x)=2ln⁡(x−3)+4g\left(x\right)=2\ln\left(x-3\right)+4.

Accepted Answer

g−1(x)=ex−$$42+3g^{-1}$$\left(x\right)=$$e^{\frac{x-4}$${2}}+3

Answer

g−1(x)=$$4ex3+3g^{-1}$$\left(x\right)=$$4e^{\frac{x}$${3}}+3

Answer

^{﻿}g−1(x)=$$3ex2+4g^{-1}$$\left(x\right)=$$3e^{\frac{x}$${2}}+4

Answer

g−1(x)=ex−$$32+4g^{-1}$$\left(x\right)=$$e^{\frac{x-3}$${2}}+4

Find the inverse function g−1(x)g^{-1}\(\left\)(x\(\right\)) of g(x)=2ln(x−3)+4g\(\left\)(x\(\right\))=2\(\ln\]\left\)(x-3\(\right\))+4.