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Can someone help? Think about the direct variation equation y=-4x and the inverse variation equation y=4/x. Pick some numbers for x to plug into each equation and solve for y. How do they act similarly, how do they act different?
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ok pick a number any number
9
fine that is a decent number, then if \(y=-4x\) and \(x=9\) you get \(y=-4\times 9=-36\)
and for the second one, if \(y=\frac{4}{x}\) and \(x=9\) you get \[y=\frac{4}{9}\]and you that is that
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