Every number has an additive inverse. The concept of inverses in algebra is explained and the use of additive inverses is demonstrated.
Using the discriminant to solve a practical problem involving the pricing of mugs for greatest profit.
A practice problem is given to find the distance between coordinates using the distance formula.
Review of the procedure for solving equations that contain rational expressions.
It makes sense to factor instead of using the quadratic formula when it's easy to find two numbers whose sum is the same as the middle term's coefficient and whose product is equal to the leading coefficient multiplied by the last term. An example i...
Demonstration of how to add like terms in an algebraic expression and application of this skill to a practical problem.
When a system of equations gives no clear direction toward either the substitution method or the elimination method, use the one you prefer.
Rational expressions with different denominators are added.