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FMP10 Date: Name: Unit 5B: Factoring 5B.1 Common Factors The Greatest Common Factor (GCF): Ex. Determine the GCF of each pair of terms: a× 16 and 24 Recall distribution: b× 5 2 ×3 and 15 c× 48
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How to fill out unit 5b factoring:

01
Start by gathering all the necessary information related to the problem or equation that needs factoring.
02
Identify the common factor among the terms in the equation, if there is one. This can often be a number or a variable that is present in all the terms.
03
Use the distributive property to factor out the common factor from each term, leaving behind the remaining factors.
04
If there are any remaining terms after factoring out the common factor, look for patterns or techniques to factor them further. This may involve using methods such as difference of squares, perfect square trinomials, or quadratic trinomials.
05
Continue factoring until the equation is fully factored or simplified as much as possible.
06
Check your factoring by expanding the factored terms back to the original equation to ensure they are equivalent.

Who needs unit 5b factoring:

01
Students studying algebra or mathematics in school, particularly those taking a course or unit on factoring.
02
Individuals preparing for standardized tests or examinations that include factoring as a topic.
03
Anyone looking to strengthen their understanding of factoring and its application in problem-solving.
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Unit 5b factoring is a process of dividing a number or algebraic expression into factors.
Students studying algebra or mathematics are usually required to learn and practice unit 5b factoring.
Unit 5b factoring can be filled out by identifying common factors and dividing the given expression accordingly.
The purpose of unit 5b factoring is to simplify complex algebraic expressions and solve equations more easily.
The factors of the given number or expression must be reported on unit 5b factoring.
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