What is ^3/x^3 over ^5/x^2 in simplest form? Where / means square root
To simplify ^3/x^3 over ^5/x^2, we can write it as a single fraction:
^3/x^3 = ^3/x^3 * x^2/x^2 = x^2/ x^3
^5/x^2 = ^5/x^2 * x/x = x/ x^2
Now we can divide x^2/ x^3 by x/ x^2:
(x^2/ x^3) / (x/ x^2) = (x^2/ x^3) * (x^2/ x) = x^4/ x^4
Simplifying further:
x^4/ x^4 = 1
Therefore, ^3/x^3 over ^5/x^2 simplifies to 1 in simplest form.