Members of the Video Digital club produce short videos. At the end of each school year, the club hosts a Video Digital festival at a local
theater to show the community its top 25 videos.

Part A:
The club has realized from experience that when they don't charge
for admission, 800 people come. For every dollar they charge for
admission, 8 fewer people come. Write an inequality that they can
use to determine the price, p, in dollars that the club must charge for
at least 750 to come to the video festival

Part B: solve the inequality you wrote to in part A

Part C: explain in words what the solution to the inequality means in terms of the situation. Explain why the direction of the inequality sign in the solution makes sense.