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melisa1 [442]
3 years ago
11

Ms. Clandestine is planning to take her study group on a field trip to an amusement park. The regular cost is $25 per person. Th

ere is a party special that costs $15 per person with an additional $150 fee for a private room where students can eat lunch. Ms. Clandestine is trying to decide if she should use the regular price or the party special.
Question 1:Write an equation to show the total cost of the regular price with x people.
Group of answer choices

y=5x + 2

y=2x + 5

y=25x

None of the above

Question 2:Write an equation to show the total cost of the party special with x people.
Group of answer choices

y=15x + 25

y=15x + 150

y=150x + 15

None of the above

Question 3: What is the solution to this system?

Group of answer choices

(-375, 15)

(-15, 375)

(375,15)

(15,375)

Question 4: What does the solution mean in relation to THIS PROBLEM?
Mathematics
1 answer:
DiKsa [7]3 years ago
3 0

Question 1:

Multiply the regular price by the number of people (x)

Y = 25x

Question 2:

Multiply the special rate by number of people(x) and add the cost of the room:

Y = 15x + 150

Question 3:

Replace x with a positive value and solve for y, which will be larger than the x value

Answer (15,375)

Question 4:

This means for 15 people the total cost for the special rate would be $375

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Answer:

B

Step-by-step explanation:

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Mrs. Dimitri purchased a case of yogurt cups. Out of every 10 yogurt cups, 6 are strawberry.
emmasim [6.3K]

Answer:

1) The fraction of yogurt cups that are strawberry is 18/30. (True)

2) There are a total of 60 strawberry yogurt cups. (False)

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Step-by-step explanation

Total number of yogurt cups are = 30

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that is the fraction of the total number of strawberries over the total number of cups which is 18/30

2) There are a total of 60 strawberry yogurt cups,

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Which set of statements shows the correct steps to find 45 percent of 75?
Liono4ka [1.6K]

Answer:

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Answer: None

Step-by-step explanation:

y=0 and y=-5 don't have any solutions. When you ask if a pair of equations have a solution, that means there is an intersection of the equations. The 2 equations will meet somewhere, and that is the solution. To find the solution, you set the equations equal to each other.

0≠-5

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