Using logical operators, 1 AND 0 = _____.
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Here, the radius r = 42 cm is given.
The wire is in the form of a circle.
The length of the wire is its circumference, that is, 2*π*r = 2*(22/7)*42 = 264 cm.
Now, since the same wire is bent into a square, the length of the wire remains constant.
Let x be the side of square.
Perimeter of the square = 264 cm
That is, 4*x = 264 cm
or, x = 264/4 = 66 cm
Area of the square = x*x = 66*66 = 4356 cm2
And, area of the circle = π*r2 = (22/7)*42*42 = 5544 cm2
Difference between enclosed areas= 5544-4356 =1188 cm2
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