Answer:
y = 2x
Explanation:
Step 1: Pick two points on the line. For this one, logical points would be (0, 0) and (1, 2).
Step 2: Use these points and the slope formula to solve for the slope.




Step 3: Use this slope in the equation of a line.

Step 4: Substitute a point into the equation of a line to solve for the b value. I will use point (0, 0).

Therefore the function is y = 2x.