Question

in the given figure, four equal circles are described about the four
corners of a square so that each circle touches two of the circles as
shown in the figure. Find the area of the shaded region, each side of
the square measuring 14 cm.​

Answer 1

Answer:

42 sq cm hope it helps you mark as brainest

Answer 2

Answer:

Consider the figure shown.

Now, four sector of the circles inside the square forms a circle of radius = 7cm.  So, Area of shaded region or the area enclosed between the circumference = Area of square- Area of circle formed

Hence area enclosed between circumference =(14²  )−(πr²)

Area of the shaded region =(196)−(  22÷7  ×7×7)  =42cm