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Thursday, July 27th, 2006 07:06 pm
Approximating the shape of a tomato as a cube is an example of another general strategy for making order-of-magnitude estimates. A similar situation would occur if you were trying to estimate how many m2 of leather could be produced from a herd of ten thousand cattle. There is no point in trying to take into account the shape of the cows' bodies. A reasonable plan of attack might be to consider a spherical cow. Probably a cow has roughly the same surface area as a sphere with a radius of about 1 m, which would be 4π (1 m)2. Using the well-known facts that pi equals three, and four times three equals about ten, we can guess that a cow has a surface area of about 10 m2, so the herd as a whole might yield 105 m2 of leather.


From the Light and Matter series of physics textbooks, Newtonian Physics, Section 1.4 – the textbook [livejournal.com profile] alun_clewe plans to use for his class.

I'm only at the beginning, but I must say: so far, very good.

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