Yes, it can.
Yes, if they are in common for all the terms.
When you divide 2 or more numbers by a common factor which is not the greatest common factor, they will still have a common factor which is greater than 1. When you divide them by their greatest common factor, the quotients are coprime - that is, they no longer have a factor in common other than 1.
1. Factoring out a common monomial 2. Factoring out the differnece of two perfect square numbers 3. Factoring out a common binomial
I'm not sure how we could help you write something in your own words.
Break the 4 terms into groups of two.Factor the GCF out of the first two terms.Factor the GCF out of the last two terms.If the parentheses for each group match, you can think of the parentheses as another GCF and factor it out of the two groups.hope this helps!
Yes, it can.
gcf is Greatest Common Factor. It means what is the largest value that can go into what you are factoring.
When the GCF is 1.
25
The answer depends mainly on what you are trying to do. But factoring out the GCF is usually a good idea since it reduces the size of the numbers tat you are dealing with.
Yes, if they are in common for all the terms.
gcf difference of two squares guess ad check/ box method
GCF factoring 27=3*3*3 72=3*3*8 GCF=3*3=9
The gcd or gcf is 5. We could find this by factoring. Another way is to list the factors and then find the biggest common one.
Find the GCF. The largest factor that those three terms have in common is 5m3n. Take that out. 5m3n(4m4n2 - 2m + n)
GCF is used for factoring terms, possibly in solving equations. LCM is used to find a common denominator when adding or subtracting fractions.