Love the videos. Small question (will probably be answered in the next episode): So this works because of Thale's theorem. If we were to calculate some other angle (not 90°), does the exercise become too complicated or is there a similar trick?
You’d get another circular arc that’s not a semi circle(for example 3/4 of a circle or any fraction of a circle). This uses the circle geo property that angles subtending the same arc in the same segment are equal
In these questions, what is the maximum value of arg(z)? How to do it? Plz explain on next video.
Love the videos. Small question (will probably be answered in the next episode):
So this works because of Thale's theorem.
If we were to calculate some other angle (not 90°), does the exercise become too complicated or is there a similar trick?
I have the same question. I’m guessing it will form a semi-ellipse, though I don’t know exactly how you would find/define the exact ellipse.
You’d get another circular arc that’s not a semi circle(for example 3/4 of a circle or any fraction of a circle). This uses the circle geo property that angles subtending the same arc in the same segment are equal