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$$x^{x\sqrt{x}} = (x\sqrt{x})^{6x} \Rightarrow x =$$
63
64
81
84
given thatÂ
$$x^{x\sqrt{x}} = (x\sqrt{x})^{6x}$$
 when base are same power will be equalÂ
X^3x\2 = (x^3\2)^6x
x^3\2 = (3\2)6x
x = 81Â AnswerÂ
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