Let be an equilateral triangle. A new triangle is formed by joining the middle points of all sides of the triangle and the same process is repeated infinitely many times. If is the sum of perimeters a...

Correct option is (1) Area of first Area of second Area of third sum of area Q=3 a^24 134=a^23perimeter of perimeter of perimeter of aligned& P=...

Let ABC be an equilateral triangle. A new triangle is formed by joining the middle points of all sides of the triangle ABC and the same process is repeated infinitely many times. If P is the sum of perimeters and Q is the sum of areas of all the triangles formed in this process, then : Sequence & Series (Mathematics)

Let

ABC

be an equilateral triangle. A new triangle is formed by\n joining the middle points of all sides of the triangle

ABC

and the\n same process is repeated infinitely many times. If

P

is the sum of\n perimeters and

Q

is the sum of areas of all the triangles formed\n in this process, then