The general formula for inverse variation is:
y = k/x
Where k is a constant, and y and x are the two variables that vary inversely. In this case, we have:
b = k/a
We can find the value of k by using the given information:
b = 5/4 when a = 8
5/4 = k/8
k = 10
Therefore, the function that models the inverse variation is:
b = 10/a
Suppose that an and b vary inversely and that b= 5/4 when a = 8. Write a function that models the inverse variation
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