11. (5 points) In a basketball game, a shot made from outside the three-point line scores 3 points, a shot made from inside the three-point line scores 2 points, and a free throw scores 1 point. A team scored a total of 65 points by making 32 shots in one game. It is known that the number of two-point shots is 3 more than 4 times the number of three-point shots. How many free throws did the team make in the game? $\qquad$
【Analysis】Let the number of three-point shots be $x$, then the number of two-point shots is $(4 x+3)$, and the number of one-point shots is $(32-4 x-3-x)$. Multiply the number of each type of shot by its corresponding score to represent the points scored by each type of shot, then add them up to get the total score of 65 points. From this, we can set up an equation to find the number of three-point shots, and then find the number of one-point shots (free throws).

【Solution】Solution: Let the number of three-point shots be $x$, then the number of two-point shots is $(4 x+3)$, and the number of one-point shots is $(32-4 x-3-x)$, then:
$$
\begin{array}{l}
3 x+(4 x+3) \times 2+(32-4 x-3-x)=65 \\
x=5
\end{array}
$$

The number of one-point shots is:
$$
32-4 \times 5-3-5=4 \text { (shots) }
$$

Answer: The team made a total of 4 free throws in the game.
The answer is: 4 .