Members of the Digital Video Club produce short videos. At the end of each school year, the club presents a Digital Video Festival at a local theater to show the community their 25 best videos
Part A: The club has learned from experience over the years that when they do not charge an admission fee, attendance is 800 people. For every dollar charged in admission, the attendance drops by 8 people. Write an inequality that can be used to find the price p in dollars that the club should charge so that at least 750 people will attend the Digital Video Festival
Part B: Solve the inequality you wrote 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.
Part D: Create a number line to show the amount in dollars, p, that the club can charge and have at least 750 people attend the festival