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Y varies inversely as x. y = 18 when x = 7. Find y when x = 3.y=(Simplify your answer.)

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\begin{gathered} y=(k)/(x) \\ \text{when y = 18, x = 7} \\ k\text{ = xy = 18}*7\text{ = 126} \\ \text{Also, using} \\ y=(k)/(x) \\ y\text{ =}(126)/(3)\text{ = 42} \end{gathered}

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