Let L be the amount of gas Angela has at distance d. At d=0 she has 26, and we know that every 48 miles the gas decreases 2 gallons, so the rate of decrease of gas per mile is

Then, the linear equation that models this problem is

(I used the minus sign since the amount decreases).
The gas will run out of gas whe she has driven

Then the graph that best fits the model is number Z. And the answer is D.