The math club is selling tickets for a show by a “mathmagician”.
Student tickets will cost $1 and adult tickets will cost $2. The
ticket receipts must be at least $250 to cover the performer’s fee.
Write a system of inequalities for the number of student tickets and
the number of faculty tickets that must be sold.
Solutions please
Answers
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Let x = number of student tickets sold.
Let y = number of adult tickets sold.
we cannot sell a negative number of tickets
therefore, x and y values have to be ≥ 0. T
he value of all the student tickets is 1x since they are $1 each
the value of all the adult tickets is 2y because they are $2 each.
Therefore their total value have to be at least $250 which will be writtenas
1x + 2y ≥ 250.
Let y = number of adult tickets sold.
we cannot sell a negative number of tickets
therefore, x and y values have to be ≥ 0. T
he value of all the student tickets is 1x since they are $1 each
the value of all the adult tickets is 2y because they are $2 each.
Therefore their total value have to be at least $250 which will be writtenas
1x + 2y ≥ 250.
Answered by
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Let the number of students tickets to be sold be a
And that of adult tickets be b
So, it would be
a + 2b ≥ 250
And that of adult tickets be b
So, it would be
a + 2b ≥ 250
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