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How many inverse variation functions have (2, 3) as a solution?
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please help!
please give detail
i think there is only one
inverse variation means \[y=\frac{k}{x}\] and since \((2,3)\) is a solution, that means \[3=\frac{k}{2}\] so \(k=6\) and so it has to be \[y=\frac{6}{x}\] and there is no other
okay! that is what i thought it had to be, thank you.
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