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Please, this is the 2nd to last question I need! I will fail if you don't answer!

Mathematics
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10.07] Trevor is tiling his bathroom floor, which has an area that is represented as 175r5 square inches. Each tile has an area of one hundred seventy five r to the fifth power, all over the square root of the quantity sixty four r to the seventeenth power. The total number of tiles used can be represented by the expression below. one hundred seventy five r to the fifth power, all over the square root of the quantity sixty four r to the seventeenth power Simplify the expression for the total number of tiles used. Show your work.
is it \[\frac{125r^5}{\sqrt{64r^7}}\]?
For which one the 1st problem?

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Other answers:

\[\frac{125r^5}{\sqrt{64r^{17}}}\]
\[\sqrt{64r^{17}}=8r^8\sqrt{r}\]
|dw:1353358246768:dw|
if you divide you get \[\frac{125}{8r^3\sqrt{r}}\]
ok then \[\frac{175}{8r^3\sqrt{r}}\]
Good job Satellite :P .
Ok, thx! How would you simplify that to get Simplify the expression for the total number of tiles used
I don't get it.
shaik0124 , do u know?

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