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18 Dec 2024, 09:00
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Cost for Subscription A: $70
Amount Saved: $10
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
5%
(low)
Question Stats:
93% (01:18) correct
7%
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wrong
based on 461
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12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes
Jordan is considering two subscription options for attending movies at a local theater. Subscription A has a monthly fee of $20 and charges $5 per ticket for each movie. Subscription B has a monthly fee of $40, allowing him to watch up to 6 movies per month at no additional cost, with a $10 charge per ticket for any movies beyond the 6. Jordan estimates he will watch 10 movies each month.
Select for Cost for Subscription A the total cost of Subscription A for watching 10 movies, and select for Amount Saved the total amount saved by Jordan by choosing Subscription A over Subscription B for watching 10 movies. Make only two selections, one in each column.
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Jordan is considering two subscription options for attending movies at a local theater. Subscription A has a monthly fee of $20 and charges $5 per ticket for each movie. Subscription B has a monthly fee of $40, allowing him to watch up to 6 movies per month at no additional cost, with a $10 charge per ticket for any movies beyond the 6. Jordan estimates he will watch 10 movies each month.
Select for Cost for Subscription A the total cost of Subscription A for watching 10 movies, and select for Amount Saved the total amount saved by Jordan by choosing Subscription A over Subscription B for watching 10 movies. Make only two selections, one in each column.
| Cost for Subscription A | Amount Saved | |
| $10 | ||
| $20 | ||
| $40 | ||
| $70 | ||
| $80 |
ShowHide Answer
Official Answer
Cost for Subscription A: $70
Amount Saved: $10
18 Dec 2024, 10:00
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Bunuel
GMAT Club's Official Explanation:
Subscription A:
- Monthly fee: $20
- Cost for 10 tickets: 10 × $5 = $50
- Total cost for Subscription A: $20 + $50 = $70
Subscription B:
- Monthly fee: $40
- Free tickets: 6
- Paid tickets: 10 - 6 = 4
- Cost for 4 additional tickets: 4 × $10 = $40
- Total cost for Subscription B: $40 + $40 = $80
Amount Saved:
- Amount saved by choosing Subscription A over Subscription B: $80 - $70 = $10
General Discussion
18 Dec 2024, 09:37
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To determine the Cost for Subscription A and the Amount Saved when Jordan watches 10 movies per month, let's calculate the costs for both subscription options.
Subscription A:
Monthly Fee: $20
Cost per ticket: $5
For 10 movies:
Total Cost for Subscription A=20+(10×5)=20+50=70.
Thus, the Cost for Subscription A is $70.
Subscription B:
Monthly Fee: $40
Movies included in fee: 6
Cost per ticket beyond 6 movies: $10
For 10 movies:
First 6 movies: no additional cost.
Remaining 4 movies:
4×10=40.
Total Cost for Subscription B=40+40=80.
Amount Saved:
The amount saved by choosing Subscription A over Subscription B is:
Amount Saved=Cost of Subscription B−Cost of Subscription A.
Amount Saved=80−70=10.
Answers
Cost for Subscription A: $70
Amount Saved: $10
Subscription A:
Monthly Fee: $20
Cost per ticket: $5
For 10 movies:
Total Cost for Subscription A=20+(10×5)=20+50=70.
Thus, the Cost for Subscription A is $70.
Subscription B:
Monthly Fee: $40
Movies included in fee: 6
Cost per ticket beyond 6 movies: $10
For 10 movies:
First 6 movies: no additional cost.
Remaining 4 movies:
4×10=40.
Total Cost for Subscription B=40+40=80.
Amount Saved:
The amount saved by choosing Subscription A over Subscription B is:
Amount Saved=Cost of Subscription B−Cost of Subscription A.
Amount Saved=80−70=10.
Answers
Cost for Subscription A: $70
Amount Saved: $10
