Cinema A sells a twelve-pack of movie passes for $66. Cinema B sells a five-pack of movie passes for $28.
A. Find the cost per movie pass for each cinema. What offer is cheaper per movie pass?
B. How much do you save per movie pass if you choose the cheaper offer?
My answers
A. Cinema A, $5.50 per pass
Cinema B, $5.60 per pass
B. You save ¢10 cents if you choose Cinema A.
Am I right?
Thank you
Looks good to me.
Except "¢10 cents" is bogus notation.
Try just 10¢
Thank's!!!!!1
Your answers are correct. Well done!
A. To find the cost per movie pass for each cinema, we divide the total cost by the number of passes:
For Cinema A: $66 for 12 passes
Cost per pass = $66 / 12 = $5.50 per pass
For Cinema B: $28 for 5 passes
Cost per pass = $28 / 5 = $5.60 per pass
Therefore, Cinema A offers a cheaper price per movie pass at $5.50 compared to Cinema B at $5.60.
B. To find how much you save per movie pass by choosing the cheaper offer, we subtract the cost per pass of the cheaper option from the cost per pass of the other option:
Savings per pass = Cost per pass of the more expensive option - Cost per pass of the cheaper option
For Cinema A (cheaper option) - Cinema B (more expensive option):
Savings per pass = $5.60 - $5.50 = $0.10
Therefore, you save $0.10 per movie pass if you choose Cinema A compared to Cinema B.
In order to verify your answers, let's calculate the cost per movie pass for each cinema and determine which offer is cheaper.
To find the cost per movie pass for each cinema, we need to divide the total cost by the number of passes included in the package.
For Cinema A, the twelve-pack of movie passes costs $66. So, we divide $66 by 12:
$66 / 12 = $5.50
Therefore, the cost per movie pass at Cinema A is $5.50.
For Cinema B, the five-pack of movie passes costs $28. So, we divide $28 by 5:
$28 / 5 = $5.60
Therefore, the cost per movie pass at Cinema B is $5.60.
Now, let's compare the prices per movie pass to determine which offer is cheaper. Cinema A offers a cheaper price per movie pass ($5.50) compared to Cinema B ($5.60). Therefore, Cinema A is the cheaper offer per movie pass.
To calculate the savings per movie pass if you choose the cheaper offer, we subtract the cost per movie pass at Cinema A from the cost per movie pass at Cinema B:
$5.60 - $5.50 = $0.10
So, if you choose Cinema A instead of Cinema B, you save $0.10 or 10 cents per movie pass.
Based on the calculations, your answer to part A is correct. However, in part B, you stated that you save 10 cents. This is accurate, but you mentioned that it is 10 cents (¢) instead of 10 cents ($0.10). So, the corrected answer for part B is: You save $0.10 per movie pass if you choose the cheaper offer.
I hope this explanation helps!