Question
Identify the terms of the expression. Then give the coefficient of each term. 5. \( 11 r+7 s \)
Ask by Christensen West. in the United States
Mar 12,2025
Upstudy AI Solution
Tutor-Verified Answer
Answer
The expression has two terms: \(11r\) and \(7s\). The coefficients are 11 and 7, respectively.
Solution
**Step 1: Identify the Terms**
The expression is
\[
11r + 7s.
\]
It has two terms:
- The first term is \(\displaystyle 11r\).
- The second term is \(\displaystyle 7s\).
**Step 2: Find the Coefficients**
- In the term \(\displaystyle 11r\), the coefficient is \(\displaystyle 11\).
- In the term \(\displaystyle 7s\), the coefficient is \(\displaystyle 7\).
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Simplify this solution Mind Expander
The expression \( 11r + 7s \) consists of two terms: \( 11r \) and \( 7s \). The coefficient of the first term \( 11r \) is 11, which indicates how many times the variable \( r \) is being multiplied. For the second term \( 7s \), the coefficient is 7, signifying that the variable \( s \) is multiplied by 7. So, in summary, the coefficients are 11 for \( 11r \) and 7 for \( 7s \).
