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Q: How many packages of C4 are needed to create an abatis with 95 trees each with a circumference of 120 inches?
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What is the radius and area of the circumference 72.22 inches?

Circumference = 72.22 inches => radius = circumference/(2*pi) = 11.49 inches and so area = pi*radius2= 415.05 sq inches. Circumference = 72.22 inches => radius = circumference/(2*pi) = 11.49 inches and so area = pi*radius2= 415.05 sq inches. Circumference = 72.22 inches => radius = circumference/(2*pi) = 11.49 inches and so area = pi*radius2= 415.05 sq inches. Circumference = 72.22 inches => radius = circumference/(2*pi) = 11.49 inches and so area = pi*radius2= 415.05 sq inches.


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== == Given that the circumference of the earth is 40,075.02 km (measured at the equator) the circumference in inches is roughly 1,577,756,664 inches.


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A circumference of 12.57 inches.


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