A circle is inscribed in a square of side 6cm . Find the area between the square and the circle.
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Answered by
5
Given
side of a square = 6 cm
Now, circle is inscribed in a square. So,
Diameter of circle = side of square
Diameter of circle = 6 cm
Radius of circle (r)= 6/2 = 3 cm
Thus,
Area of circle = π × r^2= π × (3)^2 = 9 π cm^2
Hence, Area of circle is 9π cm^2.
or May u could write = 9π = 9 × 22/7
= 28.29 cm^2
side of a square = 6 cm
Now, circle is inscribed in a square. So,
Diameter of circle = side of square
Diameter of circle = 6 cm
Radius of circle (r)= 6/2 = 3 cm
Thus,
Area of circle = π × r^2= π × (3)^2 = 9 π cm^2
Hence, Area of circle is 9π cm^2.
or May u could write = 9π = 9 × 22/7
= 28.29 cm^2
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0
Answer:
the answer is in the pic
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