How do you plot #9sqrt{3} + 9i# on the complex plane and write it in polar form?
1 Answer
Feb 14, 2016
Explanation:
the number is in the form a+bi, in which a and b are positive, therefore, the arc that matters here is
So the number in polar coordinates is:
The drawing in the complex plane is a triangle in the first quadrant,
with x=9 and y=9sqrt(3).