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If r, s, and t are constants such that \(\frac{x^{r-2}\cdot y^{2s}\cdot z^{3t+1}}{x^{2r}\cdot y^{s-4}\cdot z^{2t-3}}=xyz\)for all non-zero x, y, and z, then solve for \(r^s\cdot t\). Express your answer as a fraction.

 Aug 5, 2018
 #1
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Heureka PLEASE do not answer

 Aug 6, 2018
 #2
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Why did you post this question again? I gave you a hint and you completely ignored it. Stop reposting questions again and again after they have been answered.

 Aug 6, 2018
edited by Guest  Aug 6, 2018
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delete

 

laugh

 Aug 6, 2018
edited by heureka  Aug 6, 2018
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Lightning, if someone responds to your question it is polite for you to respond.

A thank you and also a point is always appreciated but if you do not understand or you need more help, or even if you think the answer is wrong, then please interact with the answerer!!

 Aug 6, 2018
edited by Melody  Aug 6, 2018

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