You are the owner of the biggest and newest rollercoaster called the ‘Gentle Giant’. The rollercoaster costs $6 to ride. The operator of the ride must pay $200 per day for the ride rental and $65 per day for a safety inspection. If you want to make a profit of at least $1000 each day, what is the minimum number of people that must ride the rollercoaster to make that profit?

PART A:Write an inequality that can be used to find the minimum number of
people (p) that must ride the rollercoaster each day to make the daily
profit.

PART B:Solve the inequality algebraically. What is the minimum number of people
that must ride the rollercoaster to make that profit?

PART C:Graph the solution on a number line.