Thank you for uploading the worksheet. Let’s break it down and address the questions one at a time. I will extract the relevant information and guide you through solving each part of the problem.

1. Write the equation of each line in slope-intercept form (y = mx + b):

• From the graph labeled Line A and Line B, identify the slope (rise over run) and y-intercept of each line.

2. Find the solution to the system of equations (A):

• The solution to the system of equations is the point where Line A and Line B intersect. You can read this from the graph.

3. Show work to prove the solution is correct:

• Substitute the coordinates of the intersection point into both equations to verify that it satisfies both equations.

4. Write the equation of each line for the pizza question in slope-intercept form:

• For Restaurant A and Restaurant B, calculate the slope and y-intercept from the graph, then write the equations in the form $y = mx + b$.

5. Find the solution to the system of equations (B):

• Determine where the lines for Restaurant A and Restaurant B intersect. This represents the number of toppings and the cost where both restaurants charge the same.

6. Interpret the solution in context:

• Explain what the solution means in terms of the problem. For example, the intersection point could represent where the cost of pizza with a specific number of toppings is the same at both restaurants.

7-8. Analyze the bank account graph for Landry and Lane:

• Use the graph to answer:
  • When their account balances are equal.
  • When one person has more than the other, and by how much.

Would you like detailed step-by-step solutions for these questions?