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A local school sold 230 tickets for their performance of Hamlet. They sold a combination of regular tickets and student tickets. The regular tickets sold for $8 each and the student tickets sold for $5. That night they collected $1522 in ticket sales. Write an equation that describes each piece of information. Let "R" represent the number of regular tickets and "S" represent the number of Student tickets. (Hint: Create a system of equations.)

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samuelonum1

Answer:

R+S=230-------------1

8R+5S=1522--------2

Step-by-step explanation:

Step one:

given data

let regular be R

and Students be S

total tickets =230

cost of regular = $8 each

cost of students tickets = $5 each

total cost of the both tickets = $1522

Required

The systems of equations

1. for the total number of tickets

R+S=230-------------1

2. For the total cost

8R+5S=1522--------2

Hence the systems of equation for the situation is

R+S=230-------------1

8R+5S=1522--------2

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