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REASONING A high school band was selling ride tickets for the school fair. On the first day, 250 children’s tickets and 150 adult tickets were sold for a total of $550. On the second day, 180 children’s tickets and 120 adult tickets were sold for a total of $420. What is the price for each child ticket and each adult ticket?



a. Select a system of equations to represent this situation. Let x represent the cost of children’s tickets and y represent the cost of adult tickets.

A)
250x+120y=550 ; 180x+150y=420

B)
180x+150y=420 ; 180x+120y=420

C)
250x+150y=550 ; 180x+120y=420

D)
250x+150y=420 ; 180x+120y=550

Respuesta :

C) just see which one has the numbers In the right place

Brainliest?

The system of equation should be C) 250x+150y=550 ; 180x+120y=420

Important information:

  • On the first day, 250 children’s tickets and 150 adult tickets were sold for a total of $550.
  • On the second day, 180 children’s tickets and 120 adult tickets were sold for a total of $420.
  • Let x represent the cost of children’s tickets and y represent the cost of adult tickets.

Equation:

250x+150y=550 ; 180x+120y=420

Find out more information about the  equation here:

https://brainly.com/question/2263981?referrer=searchResults

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