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monicakoenig monicakoenig
wrote...
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11 years ago
The directions say to write each expression in factored form. It's review and I forgot how to do it.
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wrote...
11 years ago
Hello!

2a + 2b

==> 2(a + b)

Verify:

2(a + b)
==>2a + 2b

Hope this helps!

Sincerely,
Mr.Math
wrote...
11 years ago
Simply pull out the 2:

2a+2b= 2(a+b)
wrote...
11 years ago
2a + 2b = 2(a + b)
wrote...
11 years ago
To factor 2a+2b, pull out the Greatest Common Factor of 2,
which leaves you with your answer = 2(a+b).
wrote...
11 years ago
U can FACTOR out what they each have in common. They both have 2 in common and therefore in factored form, it is: 2(a+b). You can check it by distributing it back in: 2(a+b)=2a+2b using the distributive property.
wrote...
11 years ago
First, you must find the GCF (Greatest Common Factor), which is 2.
Then you pull it out of the two terms, and put it outside the parenthesis, to get  2(a+b)
wrote...
11 years ago
2(a+b)
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