A circle of radius 100is inscribed in a square. The inscribing process continues to infinity. What is the sum of the unshaded areas?
Radius of 1 = 100 - Radius of 2 = _________Radius of 3 = _______ Radius of 4 = ____________
Side of square 1 =________, Side of square 2 = __________, Side of square 3 = ___________Side of

An Indian sand painter begins his picture with a circle of dark sand. He then inscribes a square with a side length of 1 foot inside the circle. What is the area of the circle?

A clock maker wishes to make a 24 hour clock by inscribing a regular 24-gon in a circle. Determine the measure of a central angle and the measure of a vertex angle of the polygon.

A square is inscribed in a circle of radius 100. The area of that circle which lies outside of the square is shaded. Another circle is inscribed in the square, and then a second square is inscribed in that second circle. The area of the second circle which lies outside of the second square is shaded. This process is continued t

Find the area of the segment of a circle with radius of 6 cm bounded by a 132 degree arc.
The area of the segment can be found by first finding the area of the sector of the circle and then finding the area of triangle APB and subtracting the two.

Given a circle, construct a circle with twice its area. I know that the r2 = (x-h)2 + (y+k)2 is the standard equation for a circle. I don't know how to use this formula to construct two circles where one is twice the area of the other.

How would the construction of the Lebesgue measure in R2 change if we assume at the beginning that the measure of the unit square [0, 1]Ã?[0, 1] is =2? What would the measure of a circle of radius 1 be? Why?

A stone is thrown into a lake, and t seconds after the splash the diameter of the circle of ripples is t meters
A. Express the circumference C of this circle as a function of t.
B. express the area A of this circle as a function of t.

On a 12 by 20 rectangular board, three plane figures are drawn: a square 6 on a side , a circle with radius 4 and an equilateral triangle that is 8 on a side. If a dart is thrown that does hit the large rectangle what is the probabillity that it hits inside one of the three plane figures? (Landing on the side of a figure coun