Activity
This activity is an extension of the expectations in the TEKS.
For questions 1 – 6, use the following scenario:
A popular band is trying to raise at least $20,000 for charity by holding multiple concerts at a park. It plans to sell tickets at $25 each. For each 2-hour concert, the band would need to pay the park $1,250 in fees for security, cleaning, and traffic services.
The band needs to find the combinations of number of tickets sold, , and number of concerts held, , that would allow it to reach its fundraising goal.
Write an inequality to represent the constraints in this situation.
Compare your answer:
Use the graphing tool or technology outside the course. Graph your inequality from question 1 that represents this scenario using the Desmos tool below.
Compare your answer:
Name two possible combinations of number of tickets sold and number of concerts held that would allow the band to meet its goal.
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For questions 4 – 6, decide which combination of tickets and concerts would mean more money for charity:
1,300 tickets and 10 concerts, or 1,300 tickets and 5 concerts?
Compare your answer:
1,300 tickets and 5 concerts
1,600 tickets and 16 concerts, or 1,200 tickets and 9 concerts?
Compare your answer:
1,600 tickets and 16 concerts.
2,000 tickets and 4 concerts, or 2,500 tickets and 10 concerts?
Compare your answer:
2,500 tickets and 10 concerts