To find the correct equation to determine the number of points Alex scored (represented by \( a \)), we start with the information provided:
Lee's score is given as 25 points, and it's stated that this is 3 more than twice the number of points Alex scored. We can break this down as follows:
- Twice the number of points Alex scored is \( 2a \).
- Adding 3 to that gives us: \( 2a + 3 \).
According to the problem, this total (which combines Alex's score and the additional 3 points) is equal to Lee's score of 25 points. Thus, we can set up the equation:
\[ 2a + 3 = 25 \]
Now, if we rearrange this equation, we get:
\[ 25 = 2a + 3 \]
We can rewrite it as:
\[ 25 = 3 + 2a \]
Now looking at the options provided:
A. \( 25 + 3 = 2a \) (incorrect) B. \( 25 = 3 + 2a \) (correct) C. \( 2(25) + 3 = a \) (incorrect) D. \( 2(25) = 3 + a \) (incorrect)
The correct answer is:
B. \( 25 = 3 + 2a \)