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Evaluate the modulus of the complex number
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modulus is just the length of the point from the origin
\[\left| (5/10)-(1/10)i \right|\]
a + bi can be thought of as coordinate points (a,b) the modulus being the disance of (a,b) from (0,0) = sqrt(a^2+b^2)
\[|z|=\frac{\sqrt{5^2+1^2}}{10}\]if i see that right
isn't it slightly different in the complex plane, since you generally graph polar in the complex plane? It's been too long since i did modulus questions to remember, lol.
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nah, its completely analogolous
or whatever that word is lol
|dw:1331310288010:dw|
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