If you have ever compared prices of products in different volume containers, you have used algebra in some form.
Not if you are doing a direct comparison which would be based on unit price.
I can do this by reading and using simple addition and subtraction
That's the simple algebra high schoolers are being asked to solve.
All you have to do is . . . read, and then do basic arithmetic to both sides of an equation.
For instance, an 8-oz bottle of your favorite shampoo is selling for $3.20, while a 12-oz bottle of the same shampoo is selling for $5.40. Which one is a good deal?
Usually we do algebra on our heads, and we solve the problem.
In a classroom, you will have to solve two equations.
8 x = 3.20The small bottle sells at 40 cents per ounce.
x = 3.20 / 8
x = 0.40
12 x = 5.40The big bottle sells for 45 cents per ounce. Not a good deal. End of algebra
x = 5.40 / 12
x=45