In this activity, you will solve one problem in these two different ways. Then, you will compare and contrast the methods and determine your favorite. Problem: The rectangular playing area of a professional football field is 100 yards long. The perimeter of the playing area is 920 feet. The formula for the perimeter of a rectangle is [P equals two times l plus two times w] . How many feet wide is the playing area? Don't forget to convert the length from yards to feet. (There are 3 feet in 1 yard.) Solution: There are two ways to solve this problem. You can solve the formula for the unkno
-wn variable. then substitute. Or, you can substitute, then solve the resulting equation. Assignment: Your assignment is to solve the problem both ways. A worksheet is provided for you to record your work as you complete this project.
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