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A square and its lines...
| Category: | Math |
| Submitted By: | trojan5x |
| Fun: |  (2.01) |
| Difficulty: | (2.75) |
Imagine a square that has each side consisting, half of length `a` and half length `b`. Inside the square there is a diamond, with each corner touching the midpoint of each side of the square. Each side of the diamond has length `c`. If one were to set the area of the square equal to the area of all the shapes inside the square, what would remain?
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