Re: Proof that circle is a subset of a rectangle
- From: Bob Kolker <nowhere@xxxxxxxxxxx>
- Date: Tue, 16 Jan 2007 08:16:07 -0500
jay1bala@xxxxxxx wrote:
I meant circle as in x^2+y^2=r^2 centered at (0,0) etc.
And a polygon as in a closed area with finite sides.
Rectangle is a polygon with four sides and opposite sides are equal in
length
whose adjacent sides form 90 degrees. A square would have all four
sides equal.
The standard definition.
Cirles and the various polygons (interiors included) are all simply connected convexly bounded regions. They each topologically equivalent to another.
Bob Kolker
.
- Follow-Ups:
- Re: Proof that circle is a subset of a rectangle
- From: A N Niel
- Re: Proof that circle is a subset of a rectangle
- References:
- Proof that circle is a subset of a rectangle
- From: jay1bala
- Re: Proof that circle is a subset of a rectangle
- From: Rick Decker
- Re: Proof that circle is a subset of a rectangle
- From: jay1bala@xxxxxxx
- Proof that circle is a subset of a rectangle
- Prev by Date: Re: Mod 2011
- Next by Date: Re: Proof that circle is a subset of a rectangle
- Previous by thread: Re: Proof that circle is a subset of a rectangle
- Next by thread: Re: Proof that circle is a subset of a rectangle
- Index(es):
Relevant Pages
|