Ok, so kitty is writing out an algebraic equation to solve this word problem.
The problem said that there were the same amount of bricks in the bottom three rows. The number of bricks is represented by x.
So, 3x tells us how many bricks there are in the bottom 3 rows.
The next 6 rows will have 2 blocks few than the one before it.
So, the next row will have x-2 bricks, the next row will have x-4 bricks, the next will have x-6, then x-8, x-10, x-12
This is 6 rows so we stop there.
Now we know the total number of bricks used is 156, so we set all this equal to 156, and we get:
3x + (x - 2) + (x - 4) + (x - 6) + (x - 8) + (x - 10) + (x - 12) = 156
(then kitty solved for x, which is the number of bricks on the bottom 3 rows, and then you can figure out the number of bricks on the other rows from that answer)
Here's a picture so you can visualize it:
