To determine the number of triangles in the given figure, we need to systematically count all possible triangles, including smaller and larger ones. Let's analyze the figure step-by-step:

1. Triangular Sections: Look at each section of the figure independently. There are several triangular regions formed by the intersecting lines both horizontally and vertically.
2. Smaller triangles: Count the smaller triangles within each section.
   • The leftmost section has small triangles formed by lines converging at a point. There are 4 small triangles here.
   • The top-right section has 4 small triangles.
   • The bottom-right section also has 4 small triangles.
3. Larger triangles: Combine smaller triangles to form larger ones.
   • In the entire figure, combining triangles from different sections, there are 2 larger triangles in each right section.
   • Lastly, observe any triangles formed by aggregating smaller triangles across sections. There are 2 such triangles.
4. Total Count: Adding these together:
   • 4 (left section) + 4 (top-right) + 4 (bottom-right) + 2 (combined larger) = 14 triangles.

Conclusion: The total number of triangles in the figure is 14. Therefore, the correct answer is 14.