Can a warm soul please help me with finding the value of 8^4/3 ? Pleassee
what if I have a cold soul?
\[8^{\frac{ 4 }{ 3 }}\] it be nice if you still help me
the world is full of different races ethnicities and temperatures....
idk how to do it :P
There is a nice property of exponents that can help you here, it has the follwing form: \[A ^{\frac{ m }{ n }}=\sqrt[n]{A^m}\] This only means, that any exponent that is composed of a fraction, can be respresented as a radical, straight forward. So, in your excercise: \[8^{\frac{ 4 }{ 3 }}\] has the same form as the property, being m=4 and n=3 so, let´s transform it: \[8^{\frac{ 4 }{ 3 }}=\sqrt[3]{8^4}\] but 8^4 = 4096 so: \[\sqrt[3]{8^4}= \sqrt[3]{4096}\] and you can calculate that with your calculator.
Thank you :)
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