How would I simplify this expression.
4 root((g^3 h^4))/((4r^14))
This is all under the 4 root
I did this
4 root(g^3 h^3 h^4)
h 4 root(g^3 h^3)
4 root((4r^14))
4 root(2 r^2 r^12)
r^3 4 root (2r^2)
But I am stuck?
How did "h^4" become "h^3 h^4"?
Apparently "4 root" means "fourth root". Normally, "4 root" would be interpreted as "4 times the square root". But I still have no idea where that remaining "h^3" came fromh 4 root(g^3 h^3)
[quote]4 root((4r^14))
4 root(2 r^2 r^12)
r^3 4 root (2r^2)It was a fraction, right? So write what you have as a fraction. I don't think anything will cancel.Okay, that is right for the denominator
But I am stuck?