find the Constant of Proportionality for each popcorn brand

FFF POPCORN- 2 BAGS FOR $21.00
PP POPCORN- y=9.95x
MM POPCORN- 10.15
TBS POPCORN- $60 for 6 basg of popcorn

To find the constant of proportionality for each popcorn brand, we need to divide the total cost by the number of bags of popcorn.

1) FFF POPCORN: 2 BAGS FOR $21.00
The constant of proportionality for FFF POPCORN is 21.00/2 = $10.50 per bag.

2) PP POPCORN: y = 9.95x
The constant of proportionality for PP POPCORN is 9.95, as it represents the cost per bag.

3) MM POPCORN: $10.15
The constant of proportionality for MM POPCORN is $10.15 per bag.

4) TBS POPCORN: $60 for 6 bags of popcorn
The constant of proportionality for TBS POPCORN is 60/6 = $10 per bag.

If you bought 3 bags of popcorn from each company, how much would you save purchasing from PP POPCORN than from FFF?

To calculate the savings purchasing from PP POPCORN instead of FFF POPCORN, we need to compare the total cost of 3 bags from each company.

For FFF POPCORN:
Cost per bag = $10.50
Total cost for 3 bags = 3 * $10.50 = $31.50

For PP POPCORN:
Cost per bag = $9.95
Total cost for 3 bags = 3 * $9.95 = $29.85

To find the savings, we subtract the total cost of 3 bags from PP POPCORN ($29.85) from the total cost of 3 bags from FFF POPCORN ($31.50):

Savings = $31.50 - $29.85 = $1.65

Therefore, you would save $1.65 purchasing from PP POPCORN than from FFF POPCORN when buying 3 bags.

A)What does the point (9,90) mean on this graph? Be specific using the titles of the axis.

Your answer:

B)Choose 2 points on the graph and list them below. (X,Y)
( , ) and ( , )
C)Find the slope of the line on the graph using your chosen points. Remember to use RISE / RUN. Simplify your slope. The graph doesn’t count by ones! Use the values on the graph to find the slope.
Your answer:

A) The point (9, 90) means that on the graph, when the x-axis is at 9, the corresponding y-axis value is 90. This point represents a specific location on the graph.

B) Without the graph, I cannot provide specific points.

C) Without the graph and selected points, I cannot calculate the slope of the line.