To find the expression that gives the same results as \( m + 3m \), we first simplify \( m + 3m \):
\[ m + 3m = 4m \]
Now, we need to determine which of the provided options matches \( 4m \):
A. \( 4m^2 \) – This is not the same as \( 4m \). B. \( 4m \) – This is the same as \( 4m \). C. \( m + 3 \) – This is not the same as \( 4m \). D. \( m + 4 \) – This is not the same as \( 4m \).
The correct option that could be used to get the same results is:
B. \( 4m \)