|z|= 1 find polar form of complex No
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Draw a line segment from 0 to z. Then we can figure out the exact position of z on the complex plane if we know two things: the length of the line segment and the angle measured from the positive real axis to the line segment. The length of the line segment is given by | z |, which is (−2)2+12−−−−−−−−−√=5–√. What about the angle?
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