To determine the constant of proportionality (unit rate) per order of popcorn for each company, we need more information. The graph provided does not include any data points or values for the constant of proportionality.
Without this information, we cannot calculate how much you would save purchasing from PERFECT PICTURE POPCORN compared to FANTASTIC FLICKS.
Determine the constant of proportionality (unit rate) per order of popcorn for each company.
This is on a graph btw:
X is the Movie Companys and Y is the Constant of proportionality.
On X is:
First company is Movie Mania
Second company is Fantastic Flicks
Third company is Perfect Picture
Fourth Company is The Big Screen
For Y everything is blank.
Now, if you bought 3 bags of popcorn from each company, how much would you save purchasing from PERFECT PICTURE POPCORN than from FANTASTIC FLICKS?
9 answers
The thing is you are DETERMINING the constant of proportionality(unit rate) per order of popcorn for each company.
Apologies for the confusion.
To determine the constant of proportionality (unit rate) per order of popcorn for each company, we would need specific data points or values provided on the graph. Without that information, we cannot calculate the constant of proportionality for each company. Could you please provide the data or values on the graph?
Once we have the constant of proportionality for each company, we can then calculate how much you would save purchasing from PERFECT PICTURE POPCORN compared to FANTASTIC FLICKS by multiplying the constant of proportionality by the number of bags of popcorn.
To determine the constant of proportionality (unit rate) per order of popcorn for each company, we would need specific data points or values provided on the graph. Without that information, we cannot calculate the constant of proportionality for each company. Could you please provide the data or values on the graph?
Once we have the constant of proportionality for each company, we can then calculate how much you would save purchasing from PERFECT PICTURE POPCORN compared to FANTASTIC FLICKS by multiplying the constant of proportionality by the number of bags of popcorn.
Ok.
Fantastic Flicks Popcorn is 2 bags for $21.00
Perfect Picture Popcorn is y = 9.95x
Movie Mania Popcorn:
1. X is 8 # of Bags of popcorn Y is 81.20 amount paid(In dollars)
2. X is 6 # of Bags of popcorn Y is 60.90 amount paid(In dollars)
3. X is 4 # of Bags of popcorn Y is 40.60 amount paid(In dollars)
4. X is 2 # of Bags of popcorn Y is 20.30 amount paid(In dollars)
Fantastic Flicks Popcorn is 2 bags for $21.00
Perfect Picture Popcorn is y = 9.95x
Movie Mania Popcorn:
1. X is 8 # of Bags of popcorn Y is 81.20 amount paid(In dollars)
2. X is 6 # of Bags of popcorn Y is 60.90 amount paid(In dollars)
3. X is 4 # of Bags of popcorn Y is 40.60 amount paid(In dollars)
4. X is 2 # of Bags of popcorn Y is 20.30 amount paid(In dollars)
To determine the constant of proportionality (unit rate) per order of popcorn for each company, we can use the information given:
Fantastic Flicks Popcorn: 2 bags for $21.00
The cost per bag of Fantastic Flicks Popcorn can be calculated as $21.00/2 bags = $10.50 per bag.
Perfect Picture Popcorn: y = 9.95x
The constant of proportionality for Perfect Picture Popcorn can be determined by comparing the price for different numbers of bags. Let's use the given information for Movie Mania Popcorn:
Using the values provided:
1. $81.20/8 bags = $10.15 per bag
2. $60.90/6 bags = $10.15 per bag
3. $40.60/4 bags = $10.15 per bag
4. $20.30/2 bags = $10.15 per bag
Based on these calculations, the constant of proportionality (unit rate) for Perfect Picture Popcorn is $10.15 per bag.
Now, to calculate how much you would save purchasing from PERFECT PICTURE POPCORN compared to FANTASTIC FLICKS if you bought 3 bags from each company, we can plug in the values:
Cost of 3 bags from Fantastic Flicks: 3 bags * $10.50 per bag = $31.50
Cost of 3 bags from Perfect Picture Popcorn: 3 bags * $10.15 per bag = $30.45
You would save $31.50 - $30.45 = $1.05 by purchasing from Perfect Picture Popcorn instead of Fantastic Flicks.
Fantastic Flicks Popcorn: 2 bags for $21.00
The cost per bag of Fantastic Flicks Popcorn can be calculated as $21.00/2 bags = $10.50 per bag.
Perfect Picture Popcorn: y = 9.95x
The constant of proportionality for Perfect Picture Popcorn can be determined by comparing the price for different numbers of bags. Let's use the given information for Movie Mania Popcorn:
Using the values provided:
1. $81.20/8 bags = $10.15 per bag
2. $60.90/6 bags = $10.15 per bag
3. $40.60/4 bags = $10.15 per bag
4. $20.30/2 bags = $10.15 per bag
Based on these calculations, the constant of proportionality (unit rate) for Perfect Picture Popcorn is $10.15 per bag.
Now, to calculate how much you would save purchasing from PERFECT PICTURE POPCORN compared to FANTASTIC FLICKS if you bought 3 bags from each company, we can plug in the values:
Cost of 3 bags from Fantastic Flicks: 3 bags * $10.50 per bag = $31.50
Cost of 3 bags from Perfect Picture Popcorn: 3 bags * $10.15 per bag = $30.45
You would save $31.50 - $30.45 = $1.05 by purchasing from Perfect Picture Popcorn instead of Fantastic Flicks.
What is the constant of proportionality(unit rate) Per order of popcorn for each company?
The constant of proportionality (unit rate) per order of popcorn for each company is as follows:
Fantastic Flicks Popcorn: $10.50 per bag
Perfect Picture Popcorn: $10.15 per bag
Fantastic Flicks Popcorn: $10.50 per bag
Perfect Picture Popcorn: $10.15 per bag
When you were calculating the "Fantastic Flicks" and "Perfect Picture" you used the GRAPH that was specifically for Movie Mania. Please redo this but only use the info pacifically for the ones I chose
Apologies for the confusion. Let's recalculate the constant of proportionality (unit rate) per order of popcorn for Fantastic Flicks and Perfect Picture using only the given information for the respective companies:
Fantastic Flicks Popcorn:
Cost of 2 bags of popcorn: $21.00
So, the cost per bag would be $21.00/2 bags = $10.50 per bag.
Perfect Picture Popcorn:
Based on the equation given, y = 9.95x,
where x represents the number of bags of popcorn and y represents the cost.
Using this equation, we need to find the value of y for 3 bags of popcorn.
y = 9.95(3) = $29.85 for 3 bags of popcorn.
So, the constant of proportionality for Fantastic Flicks Popcorn is $10.50 per bag, and for Perfect Picture Popcorn, it is $29.85 for 3 bags.
To calculate how much you would save purchasing from Perfect Picture Popcorn compared to Fantastic Flicks if you bought 3 bags from each company:
Cost of 3 bags of Fantastic Flicks Popcorn: 3 bags * $10.50 per bag = $31.50
Cost of 3 bags of Perfect Picture Popcorn: $29.85
You would save $31.50 - $29.85 = $1.65 by purchasing from Perfect Picture Popcorn instead of Fantastic Flicks.
Fantastic Flicks Popcorn:
Cost of 2 bags of popcorn: $21.00
So, the cost per bag would be $21.00/2 bags = $10.50 per bag.
Perfect Picture Popcorn:
Based on the equation given, y = 9.95x,
where x represents the number of bags of popcorn and y represents the cost.
Using this equation, we need to find the value of y for 3 bags of popcorn.
y = 9.95(3) = $29.85 for 3 bags of popcorn.
So, the constant of proportionality for Fantastic Flicks Popcorn is $10.50 per bag, and for Perfect Picture Popcorn, it is $29.85 for 3 bags.
To calculate how much you would save purchasing from Perfect Picture Popcorn compared to Fantastic Flicks if you bought 3 bags from each company:
Cost of 3 bags of Fantastic Flicks Popcorn: 3 bags * $10.50 per bag = $31.50
Cost of 3 bags of Perfect Picture Popcorn: $29.85
You would save $31.50 - $29.85 = $1.65 by purchasing from Perfect Picture Popcorn instead of Fantastic Flicks.
1 answer