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Let r denote radius.
To find circumference we use
To find area we use
Hope this helps.
There are a number of ways to do this. One way is to use a graphics program to measure it.
The angle is 71.6°.
Another way is to divide the vectors and look at the angle of the result.
(8 +4i)/(9 -9i) = (8 +4i)(9 +9i)/162
= 36 +108i
So the angle is
arctan(108/36) ≈ 71.565° ≈ 71.6°
The angle is 71.6°.
Another way is to divide the vectors and look at the angle of the result.
(8 +4i)/(9 -9i) = (8 +4i)(9 +9i)/162
= 36 +108i
So the angle is
arctan(108/36) ≈ 71.565° ≈ 71.6°