Jaykant chaudhary1 Math 1010 Instructor:Ron McKay Project and Reflection Date:-3-5-2020 Project and Reflection The Problem: In this project your group will solve the following situation: A local business plans on advertising their new product by purchasing advertisements radio and on TV. The business plans to purchase at least 60 total ads and they least three times as many TV ads as radio ads. Radio ads cost $20 each and each. The advertising budget is $6460. It is estimated that each radio ad will be listeners and each TV ad will be seen by 4500 people. How many of each type purchased to maximize the number of people who will be reached by the advertisements? Modeling the Problem: Let X be the number of radio ads that are purchased and Y be the number 1. Write down a linear inequality for the total number of desired on the want to have at TV ads cost $120 heard by 900 of ad should be of TV ads. ads.
60 2. Write down a linear inequality for the cost of the ads.
6460 3. Recall that the business wants at least three times as many TV ads as radio down a linear inequality that expresses this ads. Write fact. y >= 3x 4. There are two more constraints that must be met. These relate to the fact that there cannot be s negative numbers of advertisements. Write the two inequalities that model these constraints: x >= 0 , y