Mathematics, 13.07.2019 17:30 khliyahmccaskil

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.

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If r, s, and t are constants such that for all non-zero x, y, and z, then solve for . express your answer as a fraction.

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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.