A white square is inscribed in a blue circle, which is inscribed in a larger orange square. Which area is larger, orange or blue?
If we consider R to be radius of circle then: White area is: (2R x 2R)/2 = 2R^2 Blue area is : 3.14 x R^2 - 2R^2 = 1.14 R^2 Orange area is: 2R x 2R - 3.14 R^2 = 0.86 R^2 Therefor Blue area is larger than Orange area
Suppose ABCD is a square and E is the midpoint of AD. Construct a circle through the points E, B, and C. Which shape has a larger perimeter: the square or the circle?
In a circle of radius 1, an equilateral triangle is inscribed in the circle as shown. What is the area of the blue region?
Consider the regular 9-gon as shown in figure, Which area is larger: the grey or the white?
Square ABCD is inscribed in a quarter circle O such that B and C are on the arc of the quarter circle. If the quarter circle has a radius equal to 1, what is the area of the square?
