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Maybe it is too early for me to ask this question, but why .... ?
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\(\large\color{black}{ \displaystyle \left|1+i\right|=\sqrt{2} }\)
(and so \(\large\color{black}{ \displaystyle \left|1-i\right|=\sqrt{2} }\) )
can someone explain this?
both \(1+i\) and\(1-i\) are \(\sqrt2\) units away from \(0\)
Is that because i is a rotation?
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A 45 degree rotation?
|dw:1442713983303:dw|
just like both \((1,1)\) and \((1,-1)\) have distance \(\sqrt2\) from \((0,0)\)
or if you prefer, just like the diagonal of any square with side 1 has length \(\sqrt2\)
Wait, so i is a diagonal?
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|dw:1442714099587:dw|
|dw:1442714123626:dw|
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