Practice factoring: 7x2y2 4xy2 - 8x2y
Using the distributive law to factor the polynomial 18x - 12y is demonstrated.
Practice factoring: 2la5b7 — 7a4b6c
Practice factoring: 72m3n2p5 - 48mn5p3
Review and practice of adding terms in a simple algebraic expression.
An explanation of how to solve an algebraic equation by dividing.
A quadratic equation in which the quadratic trinomial has a leading coefficient of one can be solved by factoring. An example is given that also utilizes the zero factor property.
Systems of equations that contain fractions can be difficult to work with. Clearing the fractions in such a system by multiplying each equation by the least common denominator of the fractions in the equation can be a good strategy to employ.
Rewriting an equation in slope-intercept form.
The standard form for a quadratic equation is ax2 bx = 0. It is not always clear whether an equation is a quadratic equation until it is simplified. Any equation that can be written in stand form is a quadratic equation.