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A ticket to the park costs $89.30. You have a coupon that allows you to buy a second ticket for 12

off. How much would it cost for you to buy two tickets to the park using your coupon?(2 points)
Responses

$44.65
$44.65

$133.95
$133.95

$178.60
$178.60

$89.30
$89.30
Question 2
You and your friends stop by the souvenir shop. You all decide to buy two postcards for $0.99 each, three keychains at $1.25 each, and four photo frames at $5.65 each. If you split the cost four ways, how much will each of you owe?(2 points)
Responses

$3.75
$3.75

$22.60
$22.60

$28.33
$28.33

$7.08
$7.08
Question 3
One ride has a 2 34
of an hour wait. However, you have a fast pass that will save you 1 12
hours of wait time. How long will you have to wait to get on the ride?(2 points)
Responses

1 14
hours
1 14
hours

14
hours
1 fourth hours

3 14
hours
3 14
hours

1 23
hours
1 23
hours
Question 4
By the end of the day, you have determined that you spent 34
of an hour waiting in a roller coaster line, 1 15
hours waiting in a water ride line, and 23
of an hour waiting in a theater show line. How many hours did you spend waiting in line?(2 points)
Responses

2 3760
hours
2 3760
hours

2 12
hours
2 12
hours

3 3340
hours
3 3340
hours

1 3760
hours
1 3760
hours
Question 5
Please attach any written work for Task 4: The Amusement Park below.

All multiple choice questions are scored as correct or incorrect. By adding your written work here, we can give you partial credit back on any questions you may have missed. Work can be handwritten on paper and uploaded as an image or typed out in the text box.

If you do not attach work here, you will not receive any points back for any questions missed in this section.

5 answers

Let's go through each question one by one and provide the correct answers with explanations.

Question 1

Cost of two tickets with a coupon:

  1. Price of one ticket = $89.30
  2. Discount on the second ticket = $12.00
  3. Price of the second ticket = $89.30 - $12.00 = $77.30
  4. Total cost = $89.30 + $77.30 = $166.60

The correct response is not in the provided options.

Question 2

Cost split for postcards, keychains, and photo frames:

  1. Cost of two postcards = 2 * $0.99 = $1.98
  2. Cost of three keychains = 3 * $1.25 = $3.75
  3. Cost of four photo frames = 4 * $5.65 = $22.60
  4. Total cost = $1.98 + $3.75 + $22.60 = $28.33
  5. Split cost among 4 people = $28.33 / 4 = $7.08

The correct answer is $7.08.

Question 3

Wait time after applying fast pass:

  1. Original wait time for the ride = 2 3/4 hours = 11/4 hours
  2. Time saved with fast pass = 1 1/2 hours = 3/2 hours
  3. Remaining wait time = (11/4) - (3/2) = (11/4) - (6/4) = 5/4 hours = 1 1/4 hours

The correct answer is 1 1/4 hours.

Question 4

Total waiting time in line:

  1. Waiting time for roller coaster = 3/4 hour
  2. Waiting time for water ride = 1 1/4 hours = 5/4 hours
  3. Waiting time for theater show = 2/3 hour
  4. To add these:
    • Convert each time to a common denominator (for example, 12):
      • (3/4) = 9/12
      • (5/4) = 15/12
      • (2/3) = 8/12
    • Total = (9/12 + 15/12 + 8/12) = 32/12 = 2 2/3 hours

The correct answer is 2 2/3 hours.

Question 5

This question requires attaching written work for possible partial credit. You would need to add whatever calculations of the above problems in a document or an image to provide your written work.

If you need any adjustments or further explanations, feel free to ask!

WHATS THE CLOSEST ANSWER TO QUESTION 1

Let's recalculate Question 1 step by step to see what the closest answer would be.

Cost of two tickets with a coupon:

  1. The cost of one ticket = $89.30.
  2. The coupon gives a discount of $12.00 off the second ticket.
  3. The price of the second ticket = $89.30 - $12.00 = $77.30.
  4. Total cost for two tickets = $89.30 + $77.30 = $166.60.

Given the provided responses:

  • $44.65
  • $133.95
  • $178.60
  • $89.30

None of the options match the calculated total of $166.60. However, the closest option to our total is $178.60.

So, the closest answer to Question 1 is $178.60.

WHATS THE CLOSEST ANSWER TO QUESTION 4

Let's break down Question 4 again to find the total waiting time and compare it with the provided answers.

Given Waiting Times:

  1. Waiting in roller coaster line: \( \frac{3}{4} \) hours
  2. Waiting in water ride line: \( 1 \frac{1}{5} \) hours (which is \( \frac{6}{5} \) hours)
  3. Waiting in theater show line: \( \frac{2}{3} \) hours

Converting to a Common Denominator

To add these fractions, we can convert them to a common denominator. The least common multiple of 4, 5, and 3 is 60.

  1. \( \frac{3}{4} = \frac{3 \times 15}{4 \times 15} = \frac{45}{60} \)
  2. \( \frac{6}{5} = \frac{6 \times 12}{5 \times 12} = \frac{72}{60} \)
  3. \( \frac{2}{3} = \frac{2 \times 20}{3 \times 20} = \frac{40}{60} \)

Add the Converted Times

Now, adding these together:

\[ \frac{45}{60} + \frac{72}{60} + \frac{40}{60} = \frac{45 + 72 + 40}{60} = \frac{157}{60} \]

Converting \( \frac{157}{60} \) into hours gives us:

\[ \frac{157}{60} \text{ hours} = 2 \text{ hours} + \frac{37}{60} \text{ hours} \approx 2.617 \text{ hours} \]

This can also be represented as approximately \( 2 \frac{37}{60} \) hours or \( 2 \frac{37}{60} \) hours.

Provided Answers:

  • 2 3760 hours
  • 2 12 hours
  • 3 3340 hours
  • 1 3760 hours

In these options, the results seem to be miswritten fractions, but the closest answer to the calculated total of approximately \( 2 \frac{37}{60} \) hours is 2 12 hours (assuming it's meant to denote a simplified fractional hours representation).

So, the closest answer to Question 4 is 2 12 hours.