If y varies inversely as x, and y = 2 as x = 3, find y for the x-value of 1
you mean y varies inversely `with` x?
Inverse variation equation: \(\large\color{teal}{ y=\frac{\LARGE k}{\LARGE x} }\) (which also can be written as, \(\large\color{teal}{ y\cdot x=k }\) ) (where in either case, \(\large\color{teal}{ k}\) , is the variation constant)
but what is y?
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y is the output. it is the dependent variable: |dw:1420333051709:dw|
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