Number of integral values of x that satisfies x^xx^1/2=(xx^1/2)^x is

Question

Abhishek Roy · Accepted Answer

X has only one Integral value which satisfies the relation.

X=1 satisfies the relation. It should be Noted X cannot be negative since it under Root.

Another Value of x which satisfies the equation is X=9/4, however this is not an integral value.

0 cannot be considered as a Solution as 0^0 is undefined and not 1.

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Number of integral values of x that satisfies x^xx^1/2=(xx^1/2)^x is

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