Practice factoring a trinomial with a negative middle term: 12x2 - 17x 6.
A new guideline for simplifying radicals is introduced: the terms in a fully-simplified radical expression must have no common radical factors. Simplifying a radical expression by adding or subtracting common radical factors is illustrated.
Simplifying a radical by multiplying first to get a perfect square in the radicand.
Another way to eliminate terms that are additive inverses is by subtraction.
The process of simplifying to find a common radical factor is demonstrated.
Instances are demonstrated where simplifying radicals before multiplying are indicated.
Demonstration of how to multiply monomials.
The definition of like terms in an algebraic expression. Identifying terms that are and are not like terms.
Demonstration of factoring a polynomial with no like terms: 14n 35p,
Exercises in identifying like terms.