Use logarithmic differentiation to find the derivative of the given function.
$y=\tan^{x}x$

$\left(\tan x\right)^{x}\cdot\ln\left(\tan x\right)\cdot\sec^2x$

$\left(\tan x\right)^{x-1}\cdot\sec^2x$

$\ln\left(\tan x\right)+\frac{x\sec^2x}{\tan x}$

$\left(\ln\left(\tan x\right)+\frac{x\sec^2x}{\tan x}\right)\cdot\tan^{x}x$

Master Logarithmic Differentiation with a bite sized video explanation from Callie

Use logarithmic differentiation to find the derivative of the given function.﻿y=tan⁡xxy=\tan^{x}xy=tanxx﻿