Sunday, August 2, 2009

"Impossible" Geometric Constructions


Three geometric construction problems from antiquity puzzled mathematicians for centuries:
1. The trisection of an angle (dividing a given angle into three equal angles).
2. Squaring the circle (constructing a square with the same area as a given circle).
3. Duplicating the cube (constructing a cube with twice the volume of a given cube).
Are these constructions impossible?
Click here to know...
Impossible Geometrical Constructions

No comments:

Post a Comment

NUMBER OF TRAILING ZEROES IN A PRODUCT (PART -2)

Dear all, Please do watch my latest video (dated 10-01-2021) on the topic “NUMBER OF TRAILING ZEROES IN A PRODUCT (PART -2)” VIDEO LINK HERE...