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assume that y varies inverse if y=10 when x=5 find y when x=2
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**varies inversly
***inversely
If y varies inversely with x, then you can say that x divided into some proportional constant (k) will give you 'y': \(y=\frac{k}{x}\) As such, you can find 'k' by setting up the equation with the values you know: \(10=\frac{k}{5}\), likewise you can then use k, and the same equation, to find your missing 'y' value..
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