A particular movie theater charges $6.00\displaystyle \${6.00} per adult ticket and $2.50\displaystyle \${2.5}{0} per child ticket. Suppose 500\displaystyle {500} people attended a movie and the total revenue from ticket sales was $2650\displaystyle \${2650}.

Write two linear equations to represent a system to solve this, where x\displaystyle {x} represents the number of adults attending the movie and y\displaystyle {y} represents the number of children attending the movie. Write the equations, but do not solve them. The first equation must come from the information given about the total attendance and the second must come from the ticket prices and revenue.

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