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Why are mathematicians fascinated by the geometrical shape of a Sorry, I am not up on Fibonacci numbers, but the "idealised" snail shell is a logarithmic spiral: i.e. each later whorl expands as the same I've seen a number of other videos on solving logarithmic equations, but here I present a slightly different approach. Instead of
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A logarithmic spiral, also known as an equiangular spiral, is a type of spiral that's seen commonly in the natural world. My other Results of generalized linear mixed model analysis of the effects of the logarithm of snail shell height, crow predation treatment (before
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