A farmer's field is a square 188 yd on each side. What is the radius of the largest crop circle which can be made in the field? A. 188 yd B. C. 376 yd D.

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The answer is 94 yd.

Expert answered|patmarone|Points 4408|

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Asked 4/10/2012 11:41:53 AM

Updated 7/22/2023 12:58:32 AM

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KuyaBert_09

To find the radius of the largest crop circle that can be made in the square field, we need to consider the diameter of the circle, which is equal to the side length of the square (188 yards).

The formula for the radius (r) of a circle is half of the diameter (d):

r = d / 2

In this case, the diameter (d) is equal to the side length of the square, which is 188 yards. Now, calculate the radius:

r = 188 / 2
r = 94 yards

Added 7/22/2023 12:58:32 AM

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Confirmed by jeifunk [2/4/2014 4:06:54 AM], Unconfirmed by jeifunk [2/4/2014 4:06:54 AM], Rated good by jeifunk, Confirmed by jeifunk [2/4/2014 4:06:55 AM]

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