In a function, a term is something that appears as part of the expression. A factor is something that goes into the expression WITHOUT REMAINDER.
So if you consider y = x2 + 2x + 1 then 2x is a term in the expression,
and, since y = (x + 1)2 = (x + 1)*(x + 1) then (x + 1) is a factor.
A term need not be a factor and a factor need not appear as a term - as illustrated by this example.
In the context of integers, a term would be similar to one of the digits [think of a decimal polynomial], whereas a factor would be a factor in the normal sense.
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The numerical factor of a term is called the "coefficient."
The numerical factor of a term is called the "coefficient."
The numerical factor of a term is called the "coefficient."
The numerical factor is known as the coefficient of a term.
The term that describes comparing differences between things is the word contrast.
Make note that a term doesn't have to be a number. It can be the expression, like (3x - 6). In order to consider a term of the factorization of the term to be the factor, it must be prime. Therefore, we call each factor in a term "prime factor". Here is the example: 2x + 6 has a factor of 2. Then, we can factor out 2x + 6 to get 2(x + 3)
factor trees and prime factor trees are the same thing with different names.
The greatest factor of a single term is the term itself.
The numerical factor of a term is called the "coefficient."
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