Sometimes it makes sense to approximate the value of a solution. An example is given and the solution found.
Multiplying the contents of two sets of parentheses demonstrates how algebra provides the tools to break the most complicated problem into simple, sequential steps.
In algebraic expressions, radicals and exponents are completed first.
Numerators and denominators are packages that cannot be broken up, and must first be simplified.
An equation is found to have no solution after using the least common denominator to get a quadratic equation.
Examples of simplifying radical expressions with division when numerators contains a binomial.
Writing an expression in radical notation is detailed using several examples
A practical problem involving setting a speed limit is solved that involves estimating radicals to find the value of an irrational solution.
Problems involving rationalizing the denominator are presented and a shortcut is given.
Two division problems with radicals are demonstrated.