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Simplify. r^2s^5t^4/ r^2s^2t^5
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`Read what I say carefully ` v^(x) / v^(x+c) =1 / v^c v^(x+c) / v^(x) = v^c
\[5=2+3~~~~~~~~~~~~~~~~and~~~~~~~~~~~~~~~5=4+1\]
Oh ok. Thanks.
\(\bf \cfrac{r^2s^5t^4}{r^2s^2t^5}\implies \cfrac{\cancel{ r^2s^{\color{brown}{ 2}} }s^{\color{brown}{ 3}}\cancel{ t^4 }}{\cancel{ r^2s^2 }\cancel{ t^{\color{brown}{ 4}} }t^{\color{brown}{ 1}}}\) as SolomonZelman pointed out
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