Question
Factor each expression
2p - 9
2p - 9
Answers
GPT-4o mini
The expression \( 2p - 9 \) can be factored by taking out the greatest common factor (GCF). In this case, the GCF between the two terms is \( 1 \), since \( 2 \) and \( 9 \) do not have any common factors besides \( 1 \).
Thus, we can present the expression as:
\[
2p - 9 = 1(2p - 9)
\]
However, this doesn't simplify the expression further. Therefore, it can be concluded that \( 2p - 9 \) is already in a factored form unless specific factors are provided or if you want to express it as a product of two binomials, which it cannot be due to not being a quadratic or higher degree polynomial.
So, the expression \( 2p - 9 \) is effectively in its simplest form and does not factor into simpler linear factors over the integers.
Thus, we can present the expression as:
\[
2p - 9 = 1(2p - 9)
\]
However, this doesn't simplify the expression further. Therefore, it can be concluded that \( 2p - 9 \) is already in a factored form unless specific factors are provided or if you want to express it as a product of two binomials, which it cannot be due to not being a quadratic or higher degree polynomial.
So, the expression \( 2p - 9 \) is effectively in its simplest form and does not factor into simpler linear factors over the integers.