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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 09:00
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Cost for Subscription A: $70 Amount Saved: $10
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5% (low)

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93% (01:19) correct 7% (01:01) wrong based on 403 sessions

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12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

 


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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
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Cost for Subscription A: $70 Amount Saved: $10
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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 10:00
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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.
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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
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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
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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 09:40
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Subscription A - Cost for 10 movies = Subscription fee + Movies * Price per movie = 20 + 5*10 = 70

Subscription B - Cost for 10 movies = Subscription fee + (Movies - 6) * Price per movie = 40 + 4*10 = 80

Cost saved = Total cost for subscription B - Total cost for subscription A = 80 - 10 = 10

Answer : 70 and 10
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Subscription A:
$20 +$5/ticket

Subcription B:
$40+$0(6movies)+%10/ticket(beyond 6 movies)

COST FOR 10 MOVIES:

Subscription A=$70
Subscription B=40+0*6+10*4=$80

Total money saved by opting for Subscription A is $10
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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 09:44
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When choosing opt A:
Jordan spends = 20 + (5*10)= $70
While for B: Jordan spends = 40 + 4*10=$80

Therefore first answer is $70 for first and savings is $10(second answer)
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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 09:52
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Subscription A:
• Monthly fee: $20
• Cost per movie: $5
• Number of movies: 10
Total cost for Subscription A:Total cost=Monthly fee+(Cost per movie×Number of movies)Total cost=Monthly fee+(Cost per movie×Number of movies)Total cost=20+(5×10)Total cost=20+(5×10)Total cost=20+50Total cost=20+50Total cost=70Total cost=70

Subscription B:
• Monthly fee: $40
• Number of movies included: 6
• Cost per additional movie: $10
• Number of additional movies: 10 - 6 = 4
Total cost for Subscription B:Total cost=Monthly fee+(Cost per additional movie×Number of additional movies)Total cost=Monthly fee+(Cost per additional movie×Number of additional movies)Total cost=40+(10×4)Total cost=40+(10×4)Total cost=40+40Total cost=40+40Total cost=80Total cost=80
Amount Saved by Choosing Subscription A:
Amount saved=Total cost of Subscription B−Total cost of Subscription AAmount saved=Total cost of Subscription B−Total cost of Subscription AAmount saved=80−70Amount saved=80−70Amount saved=10Amount saved=10



Selections:
• Cost for Subscription A: $70
• Amount Saved: $10
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Sub (A)- 20/month, Sub(B)-40/month,
Extra amount paid per ticket for Subscription A= 5/ticket.
Extra amount paid per ticket for Subscription B (per ticket after watching 6 movies for free)= 10/ticket.

therefore,
Total amount paid for Subscription A for watching 10 movies= 20+5x10= 70
Total amount paid for Subscription B for watching 10 movies= 40+ 4x10= 80. (4= remaining movies after watching 6 free movies.)
Money saved= 80-70= 10

Ans- 70, 10
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Subscription A:
Monthly fee: $20
10 movies x $5/ticket = $50
=> Total Sub A = $70

Subscription B:
Monthly fee:$40
4 remaining movies not included in the Monthly fee (7th, 8th,9th and 10th) * $10/ticket = $40
Total Sub B: $80

Difference between Sub A and Sub B is $80-$70=$10
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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 of subscription A for watching 10 movies each month = $20 + $5*10 = $70
Cost of subscription B for watching 10 movies each month = $40 + $10*(10-6) = $80
Amount saved = $80 - $70 = $10

Cost for Subscription AAmount Saved
$70$10
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12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

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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.
Show more

Sub A: 20 +10*5 ==> 70$
Sub B: 40+ (10-6)*10 ==> 80$ [first 6 movies are free]

amount saved= 80-70 = 10$
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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 10:11
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Given he will watch 10 movies:

Cost for A) $20 + $5*10 =$70

Cost for B) $40 + (10-6)*10 =$80

Hence cost for subscription A =$70 and he saves $10 by choosing A over B
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for 10 movies, sub A gives total value of 20+(10x5) and subscription B gives total value of 40+(4x10).
hence first answer is 70 and second answer is 10

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12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

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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.
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Total cost for watching 10 movies using subscription A = 20 + (10 *5) = 70
Total cost for watching 10 movies using subscription B = 40 + (10-6) * 10 = 80
Total amount saved using Subscription A = 80 - 70 = 10
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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 10:25
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For watching 10 Movies
By Subscription A: 20$ + 5x10 = 70$
By Subscription B: 40$ + 4*10 = 80$

So He saved 10$ by choosing A over B
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12 Days of Christmas GMAT Competition - Day 3: Jordan is considering 18 Dec 2024, 10:31
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Let t be total number of movies watched.

Subscription A: 20 + 5*t

Subscription B: 40 + 10 * (t-6)

Jordan watches 10 movies.

Cost for Subscription A: 20 + 5*10 = 70

Amount Saved => Cost for Subscription B - Cost for Subscription A => [40 + 10 * (10-6)] - 70 = 10

Answer 70, 10
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Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

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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.
Show more

Total cost for Subscription A=20+(5×10)=20+50=70.
Total cost for Subscription B=40+(4×10)=40+40=80.

So cost saved is $10.

IMO 70,10
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Cost for 10 movies with Subscription A
$20 + $5(10 movies) = $70

Cost for 10 movies with Subscription B
$40 + $10(4 movies) = $80 (as 6 movies are covered in the subscription B, only for rest 4 movies he has to pay)
He saved $10 by choosing Subscription A over Subscription B
And the total cost for Subscription A cost is $70
Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

Win $40,000 in prizes: Courses, Tests & more

 



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.
Show more
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Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

Win $40,000 in prizes: Courses, Tests & more

 



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.
Show more
Step 1: Calculate the total cost of Subscription A for 10 movies
  • Monthly fee: $20
  • Ticket cost: $5 per movie
  • Total cost for 10 movies: 20+(10×5)=20+50=7020 + (10 \times 5) = 20 + 50 = 70
Cost for Subscription A: $70
[hr]
Step 2: Calculate the total cost of Subscription B for 10 movies
  • Monthly fee: $40
  • First 6 movies: Included in the monthly fee
  • Additional 4 movies: $10 per movie
  • Total cost for 10 movies: 40+(4×10)=40+40=8040 + (4 \times 10) = 40 + 40 = 80
[hr]
Step 3: Calculate the amount saved by choosing Subscription A
  • Cost of Subscription A: $70
  • Cost of Subscription B: $80
  • Amount saved: 80−70=1080 - 70 = 10
Amount Saved: $10
[hr]
Final Selections:
  • Cost for Subscription A: $70
  • Amount Saved: $10
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Bunuel
12 Days of Christmas 2024 - 2025 Competition with $40,000 of Prizes

 


This question was provided by GMAT Club
for the 12 Days of Christmas Competition

Win $40,000 in prizes: Courses, Tests & more

 



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.
Show more
cost for Subscription A: $20 (monthly fee) + $5/movie * 10 movies = $70
Amount Saved: Subscription B would cost $40 (monthly fee) + $10/movie * 4 movies (since he can only watch 6 movies for free) = $80.
So, Jordan saves $80 - $70 = $10 by choosing Subscription
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