Question
Find the number of terms in this polynomial.
-10p - 9
-10p - 9
Answers
GPT-4o mini
To find the number of terms in the polynomial \(-10p - 9\), we can identify each distinct term present in the expression.
A polynomial term consists of a coefficient and a variable (or just a constant).
In this case:
- The first term is \(-10p\) (which includes the variable \(p\) and the coefficient \(-10\)).
- The second term is \(-9\) (which is a constant).
Since both of these components contribute to the total count of terms in the polynomial, we have:
1. \(-10p\) (1st term)
2. \(-9\) (2nd term)
Thus, the total number of terms in the polynomial \(-10p - 9\) is **2**.
A polynomial term consists of a coefficient and a variable (or just a constant).
In this case:
- The first term is \(-10p\) (which includes the variable \(p\) and the coefficient \(-10\)).
- The second term is \(-9\) (which is a constant).
Since both of these components contribute to the total count of terms in the polynomial, we have:
1. \(-10p\) (1st term)
2. \(-9\) (2nd term)
Thus, the total number of terms in the polynomial \(-10p - 9\) is **2**.