An infinite sequence of inscribed squares alternate black and white. Find the black area as a fraction of the first square's area.
5130
To what value does the sum of the areas of the dark triangles converge if the area of ​the square is 1?
35326
There are infinitely many $N$ such that $\frac{N}{2}$ is a perfect square, $\frac{N}{3}$ is a perfect cube, and $\frac{N}{5}$ is a perfect fifth power
10176
How to find a continued fraction
81975
Sequence of triangles with exponentiated sides
45386
Fibonacci sequence emerging from integer partitioning
39156
Concerning what is between two consecutive squares.
101832
Proof that sum of first $n$ cubes is always a perfect square
29099
Let consider a square $10$x$10$ and write in the every unit square the numbers from $1$ to $100$
148009
Mathematical Olympiad Treasures Problem 1.92 how does this relate to geometric sequence
41641
$(n-7)(n+7)=$ some perfect square
4061
Proving there are infinitely many pairs of square-full consecutive integers
14836
A polynomial sequence
71591
Formula for completing the square?
42270
Combinatorics - Painting the Unit Squares of a 3x3 Square
19588
$n!+1$ being a perfect square
126424
The square of minimum area with three vertices on a parabola
58264
How to derive the formula for the sum of the first $n$ perfect squares?