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Start by using the Slope Formula to find the slope of the line.
y=1/3x
An equation in slope-intercept form follows a specific format.
y= mx+b
For an equation in this form, m is the slope and b is the y-intercept.
Let's use the given points to calculate m. We will start by substituting the points into the Slope Formula.
Substitute ( 3,1) & ( 9,3)
Now that we know that the slope is 13, we can write a partial version of the equation. y= 1/3x+ b To complete the equation, we also need to determine the y-intercept, b. Since we know that the given points satisfy the equation, we can substitute any of them into the equation to solve for b. Let's arbitrarily use ( 3, 1).
A y-intercept of means that the line crosses the y-axis at the point (0, ). We can now complete the equation. y= 1/3x+ ⇔ y=1/3x