Today's counter-intuitive fact is brought to you by the Natural Logarithm.pic.twitter.com/lphAcxseQ4
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Because two infinite series converge to the same number can we equate them? What are we exactly equating? The convergence or the infinite series?
The Infinite series, but of course they must also both then converge
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Honestly I have trouble with this equating from a logic perspective. The equal operator holds only at infinity. Everywhere else they are not equal.
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It’s just a regular equality between two infinite sums
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In other words, are all people equal because at some point they die?
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The equality isn’t asserting anything like that
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