Objective
To rewrite and use literal equations and formulas
Solving Formulas for Any Variable
In this lesson, you will learn to solve problems using equations in more than one variable. A literal equation is an equation that involves two or more variables.
Essential Understanding When you work with literal equations, you can use the methods you have learned in this chapter to isolate any particular variable.
The equation 10x + 5y = 80, where x is the number of pizzas and y is the number of sandwiches, models the problem in the Solve It. How many sandwiches can you buy if you buy 3 pizzas? 6 pizzas?
Why should you rewrite the equation?
If you rewrite the equation, you have to isolate y only once. Then substitute for x. If you substitute for x first, you must isolate y twice (once for each x-value).
If you buy 3 pizzas, you can buy 10 sandwiches. If you buy 6 pizzas, you can buy 4 sandwiches.