Itaminotenshi28
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a local community sold 125 concert tickets recently. The dollar amount collected was $835. Adult tickets, A sold for $8 each and childrens tickets, C sold for $5 each. Write a system of equations that models this situation

Respuesta :

tabbycat24816
Hi there!

Here, we know right off of the bat the 125t=$835m, with 't' being tickets and 'm' being money. The total for each ticket sold, be it adults and children, must equal $835 and 125 tickets sold.

We can write the equation so far as 125t=835m(8a+5c), *I think*. I've had a similar question before.

You can write a table for this to double check. Now, we need to know how many tickets were sold from both adults and children. Our new equation will look something like this, with 'x' being the number we have yet to calculate for how many tickets sold to each:

(xa+xc)125t=835m(8a+5c)

The thing I'll leave to you is to calculate exactly how many tickets were sold, as it's hard to use a table to graph that here. (hint!)

If you found this especially helpful, I'd appreciate if you'd vote me Brainliest for your answer. I want to be able to assist more users one-on-one! :)
fichoh

The system of equations which models the situation are :

  • A + C = 125
  • 8A + 5C = 835

Given the Parameters :

  • Number of concert tickets sold = 125

  • Total amount realized = $835

  • Cost of Adult tickets, A = $8

  • Cost of children tickets, C = $5

The system of equation which models the scenario can be expressed thus :

Total number of tickets sold = 125

A + C = 125 - - - - - - (1)

The total amount realized from ticket sales = $835

8A + 5C = 835 - - - - - (2)

Hence, the system of equations which models the scenario.

Learn more : https://brainly.com/question/18109354

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