How do you simplify $((4a^-5b^3)/(12a^3b^-5))^0$ ?

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Answer 1 · 2016-02-08T14:00:57

$color(blue)1$

Always remember that anything to the power 0 is always 1

$ul (Exampl)$ $e:-$

$1)1^0=1$

$2)0^0=1$

$3)763788568236^0=1$

So,

$x^0=1$

Then our final answer will be:

$((4a^-5b^3)/12a^3b^-5)^0=1$

How do you simplify ((4a^-5b^3)/(12a^3b^-5))^0((4a^-5b^3)/(12a^3b^-5))^0?