What is the ratio of the blue shaded area to the orange shaded area in the following image?
1:1 Equal. If you extend all the lines, dividing the full figure into equal triangles and count triangles of the same size you will have 10 blue and 10 orange triangles.
Two parabolas with vertical axes of symmetry share each other's vertex, and are contained between horizontal lines that go through their vertices.
What is the ratio of blue area (intersection) to the grey area in the image?
In a square we draw one of the diagonals and one of the vertices is linked to the midpoint of a side.
If the blue triangle's area is 20, then what is the area of the orange quadrilateral?
What is the ratio of area of large square to the area of smaller square in the following image?
Find the area of the shaded region in the following image (We have an isosceles triangle with lengths 10, 10, 12)?
Which shaded area is larger in the following image? (assume all small circles have the same size)
