A. The y-intercept is $11, representing the fixed cost.
B. The y-intercept in this context representing the fixed cost .
C. The slope is represented by the number 1.25 in the equation
D. The slope in this context represents the marginal cost of adding a side dish to the meal.
E. Jodi got 6 side dishes for her $18.50 meal.
A. What is the y-intercept?
The y-intercept is the point where the line crosses the y-axis. In this case, the y-intercept is 11.
This means that even if Jodi doesn't get any side dishes (x = 0), she will still have to pay $11 for the meal.
B. What does the y-intercept mean in context?
The y-intercept in this context represents the fixed cost of the meal, which includes the cost of the meat and any other overhead costs that the restaurant incurs regardless of how many side dishes are ordered.
C. What is the slope?
The slope is represented by the number 1.25 in the equation. It represents the change in the cost of the meal for each additional side dish that is ordered.
In this case, the cost increases by $1.25 for each additional side dish.
D. What does the slope mean in context?
The slope in this context represents the marginal cost of adding a side dish to the meal.
In other words, it tells you how much more each additional side dish will cost.
E. If Jodi paid $18.50 for her meal, how many side dishes did she get?
We can use the equation to solve for x:
18.50 = 11 + 1.25x
7.50 = 1.25x
x = 6
Therefore, Jodi got 6 side dishes for her $18.50 meal.