Mathematics, 18.10.2019 21:30 siniyalee30
Explain why rational exponenets are not defined when the denominator of the exponent in lowest terms is even and the base is negative. < < read less
Answers: 3
![x^{ \frac{m}{n} }= \left(\sqrt[n]{x} \right)^m](/tpl/images/0332/4477/6fa50.png)
![(-x)^{ \frac{m}{n} }= \left(\sqrt[n]{(-x)} \right)^m](/tpl/images/0332/4477/1d7e3.png)
is not a real number, rather a complex number.
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Explain why rational exponenets are not defined when the denominator of the exponent in lowest terms...
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