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Write the function that models the relationship in the post below:
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Since y varies directly with x and inversely with z. We can write the equation \[y = k \frac{x}{z}\] Now is just a mater of finding the value of k, the constant. Substitute in the given values, \[\frac{5}{2} = k \frac{5}{4}\] k=2 Now when x= 7 and z=2, \[y = 2 \frac{7}{2}\] y=7
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