There were six reserved tickets, three tickets for the field level, and one ticket for the box seat.
<h3>How many tickets for each do you have?</h3>
Let's say that x stands for the number of tickets that have been reserved, y stands for the number of tickets at the field level, and z stands for the number of tickets in the box seats.
Taking into consideration that a total of 10 tickets cost $370, the following equation may be used to express this data:
20x + 50y + 100z = 370........ (1)
x + y + z = 10 (2)
In addition, there were two times as many tickets for reserved seating as there were for field-level seating. The following equation may be used to express this:
x = 2y
x - 2y = 0...... (3)
The result of concurrently solving equations 1, 2, and 3 is that
x equals 6, y equals 3, and z equals 1
There were six reserved tickets, three tickets for the field level, and one ticket for the box seat.
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