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Name: ___ Date: ___ Block: ___ Mrs. MistronWarm Up What is x? 1. 4x 163. 2x 5. ()x ()2. 2x 84. 10x 16. ()x 27Notes Evaluating and Graphing Logarithms The above problems are not too difficult to figure
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How to fill out how to factor polynomials

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Write down the polynomial in standard form.
02
Find the greatest common factor (GCF) of the polynomial.
03
Factor out the GCF.
04
Use different methods such as factoring by grouping, factoring special cases, or factoring trinomials.
05
Check your factoring by multiplying out the factors to make sure you get back to the original polynomial.

Who needs how to factor polynomials?

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Students studying algebra or pre-calculus
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Engineering or science professionals who use polynomials in their work
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Factoring polynomials involves breaking down a polynomial into simpler components, or factors, that when multiplied together give the original polynomial.
Typically, anyone needing to simplify polynomial expressions or solve polynomial equations may require factors, including students, educators, and professionals in mathematics and engineering fields.
To factor polynomials, identify common factors, use methods such as grouping, the quadratic formula, or the difference of squares, and apply these methods step-by-step to rewrite the polynomial in its factored form.
The purpose of factoring polynomials is to simplify expressions, solve equations, and analyze polynomial functions more easily.
The factors of the polynomial, the original polynomial expression, and the methods used to achieve the factorization must be clearly reported.
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