X x - x - x - x x- Find the value of x

X^x√(x)=(x√(x))^x (x^x)^√(x)=x^x (√(x))^x (x^x)^√(x) 1=(√(x))^x ((√(x))^2x)^√(x) 1=(√(x))^x ⇒ 2√(x)(√(x) 1)=x 2√(x) 2=1 2√(x)=3 ⇒ x=9/4 ...

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x x √ x = x √...

Question

$x^{x \sqrt{x}} = (x \sqrt{x})^{x}$ . Find the value of x

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x^{x \sqrt{x}} = {(x \sqrt{x})}^{x}

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x^{x \sqrt{x}} = {(x \sqrt{x})}^{x}

x^{x \sqrt{x}} = (x \sqrt{x})^{x}

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