Algebra

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A movie theater manager wants to know how many adults and how many children pay admission to a particular movie. The theater charges $10.00 for adult tickets and $5.00 for child tickets. At a showing where 210 tickets were sold the theater collected $1,355.00. Write a system of equations and determine the number of adult tickets sold and the number of child tickets sold.
Could you please show the work on how to do this?

  • Algebra -

    Let
    A = the number of adult tickets
    C = the number of children tickets
    Then,
    A + C = 210 and
    10A + 5C = 1355
    Can you take it from here?

  • Algebra -

    A movie theater manager wants to know how many adults and how many children pay admission to a particular movie. The theater charges $10.00 for adult tickets and $5.00 for child tickets. At a showing where 210 tickets were sold the theater collected $1,355.00. Write a system of equations and determine the number of adult tickets sold and the number of child tickets sold.
    Could you please show the work on how to do this?

  • Algebra -

    Don't know

  • Algebra -

    26565645

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