(-4,-20) and (-10, 15) how to find midpoint and line segment
2 answers:
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Let x be the number of regular tickets
Let y be the number of student tickets
At the most, we can seat 200 people (both regular tickets and student tickets holder). So the inequality is given by:
One regular ticket cost $12, so
numbers of regular tickets cost 
One student ticket cost $8, so
numbers of student tickets cost 
We want to at least get $1000 from the ticket selling, so the inequality is given by:
The constraint is given by simplifying both inequalities to the lowest term
First, we have ⇒ This is already the lowest term
Second, we have
Simplifying this by dividing each term by 4, we have
The two constraining inequalities are:
Let y be the number of student tickets
At the most, we can seat 200 people (both regular tickets and student tickets holder). So the inequality is given by:
One regular ticket cost $12, so
One student ticket cost $8, so
We want to at least get $1000 from the ticket selling, so the inequality is given by:
The constraint is given by simplifying both inequalities to the lowest term
First, we have
Second, we have
Simplifying this by dividing each term by 4, we have
The two constraining inequalities are: