A direct variation function follows the form y= mx, where x represents input values, y represents output values, and m represents the constant of variation. Let's consider the given function.
6y=18xSince the given function is not in the form of y= mx, let's try to rewrite it in this form by isolating y.
We were able to write the equation in the form y= mx, so we know that it is a direct variation. We can also identify the constant of variation.
y= 3x
The constant of variation is 3.
