n^2 - n + n - 1
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The more direct answer is to look at a rectangle with sides of n + 1 and n - 1, let’s go with n = 2
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(n - 1)(n + 1)
And you are left with almost a square. One less than the square of side n.
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Move the nub up to the top:
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n^2 - 1
What are the differences between fuzzy, intuitionistic, and paraconsistent logic? Which one is considered the most useful and why?
If you cut off the end of that rectangle, you make it smaller, 2 * 3 and a separate nub of size 1 * 2
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So, that’s a rectangle with sides 2 and 4.
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The basic answer is that you cross-multiply the values in each factor:
