Hi, I have a probelm with a power

use inverse functions to solve for x: starting with x^(4/6)=4

1. raise both sides to the 6th power: x^4 = 4^6 or x^4 = 4096

2. raise both sides to the (1/4)th power: x^1 = 4096^(1/4) or x = 8

x^(4/6)=4
(x^(4/6))^6/4=4^6/4
X = (2^2)^6/4
X = 2^12/4
X = 2^3
X = 8
sorry is iM false

\(4 = x^{4/6}\\ x^{2/3} = 4\\ \sqrt[3]{x^2} = 4\\ x^2 = 64\\ x = \pm 8\)

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