x^x: derivative where x less than, equal to zero?

Johnwill

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Sep 24, 2006
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Hey, i've found out that the derivative of x^x is x^x(lnx+1) where x is greater than 0 but what happens when x is 0 or less than 0?
 
Because if we are in the real number field, then we are not allowed to have "even roots" of negative numbers. Therefore, we resrict the domain if the expression x<SUP>x</SUP> to the positive real numbers.
 
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