1. The problem is to graph a linear function representing the fare (AED) as a function of distance (km). 2. Typically, the fare can be modeled by a linear equation of the form $$y = mx + b$$ where $y$ is the fare, $x$ is the distance, $m$ is the rate per km, and $b$ is the base fare. 3. Since no specific table or points are given, we assume the fare starts at 0 when distance is 0, so $b=0$. 4. To draw the line, you need at least two points. For example, if the fare is 1 AED per km, points would be $(0,0)$ and $(1,1)$. 5. Plot these points on the grid and draw a straight line through them. 6. The function is therefore $$y = 1x$$ or simply $$y = x$$. This line shows that the fare increases by 1 AED for every 1 km traveled.