CIRCLE FINDS SQUARE AREA. (177 th. Method). Square : ABCD, Side = a, Diagonal = 2a. Inscribe a circle : Diameter = side = a. Perimeter of Square = 4a, ...
A WONDER! CIRCLE FINDS SQUARE AREA (177th Method) Square : ABCD, Side = a, Diagonal =
2a
Inscribe a circle : Diameter = side = a Perimeter of Square = 4a, Perimeter of Circle = a Where = Cosmic
3
14 2 , 4
14 2 2 2 3 4 4
One way to find the area of square = a 2 , where side = a. Here is a new method. (1) Perimeter of square, (2) Two diagonals and (3) Circumference of its inscribed circle find the area of square. Procedure Step-1:
Perimeter of square + 2 diagonals = 4a 2 2a
Step-2:
Perimeter of circle – 3 diameters = a 3a
Step-3:
The product of step 1 and step 2
4 2 2 a 3 a a 4 2 2 a 2 4 2 a a 2
2
Never comprehensive a new truth by its first appearance. Nature reveals its truth little by little. We have to wait. This author’s search was on a different concept. By accicent he saw this truth (24th June, 2017) Conclusion: The real called Cosmic , which is exact, calculates the area of the superscribed square. Post script: God is a Cosmometrician. Cosmometry is the geometry of Cosmos including Earth. Mathematics is the branch of Geometry or Cosmometry.
