How many squares can be counted in the figure below if all the small quadrilaterals are congruent squares?

idk

No figure. Cannot copy and paste here.

YOU STUPAD THIS IS SO EASY I AM NOT HALPING YOU BETTER FIGURE IT OUT YOURSELF NO CHEATING BRO

To count the number of squares in the figure, we need to analyze the different sizes of squares that can be formed.

1. Start by identifying all the individual square tiles. These are the small quadrilaterals where all sides are equal in length. Count each of these squares separately.

2. Next, look for larger squares formed by combining multiple smaller squares. To find these, focus on the larger squares in the figure and count them as separate squares.

3. Continue this process, examining different sizes of square combinations, until you have included all possible squares.

It's worth noting that there may be some overlapping of squares with similar dimensions, so be careful not to double-count.

Remember, the final count will depend on the specific figure provided. It's best to visually highlight and label each square as you count them to avoid missing any.