Question

please it's urgent and important for me it's of 5 marks... ​

Answer 1

Step-by-step explanation:

Let the side of the first square be , so its area will be ;

Next square will have the diagonal equal to , so its area will be ;

And so on.

So the areas of the squares will form infinite geometric progression: , , , , , ... with common ration equal to .

For geometric progression with common ratio , the sum of the progression is , where is the first term.

So the sum of the areas will be .