Mathematics, 11.03.2020 03:06, averycipher

The area of the shaded triangles in the fractaſ shown form a geometric sequence. The area of the largest
triangle (not shaded) is 1 square unit.
Find the areas of these shaded triangles.
Orange: 1/4 square units
Blue:
square units
Green:
square units
If the pattern continues indefinitely, does the sum
of the areas converge?

$The area of the shaded triangles in the fractaſ shown form a geometric sequence. The area of the lar$

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