In Figure, four semicircles have been drawn within the given square whose side is \(10 \ \text{units}\). The centres of these semicircles are the midpoints of the sides. They create a \(4\)-petalled flower (shown in blue). Compute the perimeter and the area of this flower. [Use \(\pi = 3.14\)]
1. Perimeter \(=\) \(\text{ units}\)
2. Area \(=\) \(\text{ units}^2\)
Answer variants:
62.8
57
43
21.5