Factoring Polynomials - Perfect Square Trinomials by Math Teacher Gon
MATH TEACHER GON・2 minutes read
Perfect square trinomials are expressed as the square of a binomial, factored by squaring the first term, copying the sign, multiplying the two terms, and squaring the last term. Examples include x squared plus 6x plus 9 factoring to (x + 3) squared, and 4x squared plus 12x plus 9 factoring to (2x + 3) squared.
Insights
- Perfect square trinomials can be factored by recognizing the pattern of squaring the first and last terms, copying the sign, and multiplying the two terms in the middle.
- Understanding the process of factoring perfect square trinomials, such as (x + 3) squared or (2x + 3) squared, involves a systematic approach that simplifies complex expressions into manageable forms.
Get key ideas from YouTube videos. It’s free
Recent questions
How are perfect square trinomials factored?
By squaring the first term, copying the sign, multiplying the two terms, and squaring the last term.
Related videos
The Organic Chemistry Tutor
Factoring Polynomials - By GCF, AC Method, Grouping, Substitution, Sum & Difference of Cubes
Khan Academy
Factoring completely with a common factor | Algebra 1 | Khan Academy
Mrs Townsend Mathematics - South Africa
Grade 9 Mathematics - Factorisation Part 1
jawiskunde
Ontbinden in factoren
The Organic Chemistry Tutor
How To Solve Quadratic Equations By Factoring - Quick & Simple! | Algebra Online Course