Question

simplify the expression: 2 + 3m + 10m

Explanation:

Step1: Identify like terms

The terms with \( m \) are like terms: \( 3m \) and \( 10m \). The constant term is \( 2 \).

Step2: Combine like terms

Combine \( 3m + 10m \). Using the distributive property \( am + bm=(a + b)m \), we have \( 3m+10m=(3 + 10)m = 13m \).

Step3: Write the simplified expression

The simplified expression is the constant term plus the combined like - terms: \( 2+13m \) or \( 13m + 2 \).

Answer:

\( 2 + 13m \) (or \( 13m+2 \))