1. A sequence of concentric circles is drawn so that each has half the radius of the one preceding it. Find the ratio of the area of the first circle to that of the nth one (for an arbitrary natural number n). 2. Let y = - Hypot - Document - PDFSEARCH.IO

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	1. A sequence of concentric circles is drawn so that each has half the radius of the one preceding it. Find the ratio of the area of the first circle to that of the nth one (for an arbitrary natural number n). 2. Let y = Add to Reading List Document Date: 2005-03-18 02:00:00 Open Document File Size: 36,11 KB Share Result on Facebook SocialTag Triangle geometry Curves Triangle Hypotenuse Angle trisection Area Hypot Circle Geometry Triangles

1. A sequence of concentric circles is drawn so that each has half the radius of the one preceding it. Find the ratio of the area of the first circle to that of the nth one (for an arbitrary natural number n). 2. Let y =Add to Reading List