which inverse variation equation that relates to x and y
x y
3
To determine the inverse variation equation that relates to x and y, we need more data points. In an inverse variation, the equation is typically of the form y = k/x, where k is a constant. This means that as x increases, y decreases, or vice versa.
If we have multiple (x, y) data points, we can use them to find the value of k. However, with only one data point (x=3, y=?), we cannot determine the value of k or the inverse variation equation.
To find the inverse variation equation, we would need at least two data points that correspond to values of x and y. Once we have these points, we can substitute them into the equation y = k/x to solve for the constant k, which will allow us to write the complete equation.