The following table shows financial data for a medical clinic: 2016 250 $2,000 2017 300 $1,920 2018 350 $1,800 $630,000 $563,500 2019 400 $1,675 2020 450 $1,550 Procedures Price Revenue Expenses Profit $516,000 $538,500 $591,000 $621,000 2 points: Calculate the clinic's revenue at each level of output and insert it into the table. Calculate the clinic's profit at each level of output and insert it into the table. Identify the price at which the profits are maximized: 4 points: Using a spreadsheet program, plot only "revenue" and "profit" on a line graph. Use a separate line for "revenue" and a separate line for "profit." Adjust the Y-axis gradations to make sure each line is clearly distinguishable. Be sure to accurately label the Y-axis (dollars) and the X-axis (years). Include a graph legend to identify each separate line. Insert your line graph below: The following table shows financial data for a medical clinic: 2016 250 $2,000 2017 300 $1,920 2018 350 $1,800 $630,000 $563,500 2019 400 $1,675 2020 450 $1,550 Procedures Price Revenue Expenses Profit $516,000 $538,500 $591,000 $621,000 2 points: Calculate the clinic's revenue at each level of output and insert it into the table. Calculate the clinic's profit at each level of output and insert it into the table. Identify the price at which the profits are maximized: 4 points: Using a spreadsheet program, plot only "revenue" and "profit" on a line graph. Use a separate line for "revenue" and a separate line for "profit." Adjust the Y-axis gradations to make sure each line is clearly distinguishable. Be sure to accurately label the Y-axis (dollars) and the X-axis (years). Include a graph legend to identify each separate line. Insert your line graph below