For part (ii) solve \dot{x} = 0.
For part (iii) note that the total distance should be
\sum_{r=0}^\infty x_r
where
x_0 = A
Get a general formula for x_r (same process as part 2 but using the general solution for tan) and note that your total distance will be in terms of A (constant), and k/n...
Release of Results: Thursday, 3 September 2020 - 9:00am
9:00am Sydney time (AEDT) to student email accounts and 5:00pm to myUNSW.
However results should be emailed today as usual.
Release of results (according to UNSW website):
Saturday, 25 May 2019 - 9:00am
9:00am Sydney time (AEDT) to student email accounts and 5:00pm to myUNSW.
I usually wait for RivalryofTroll's thread but since math results are out already I've decided to start it now.
Great video imo. Nitpicking here: Maybe add a segment highlighting things that the university lacks or is behind on. For example UNSW and the irregular public transport or something like that. Either way it was a very pleasant video to watch while being highly informative as well. Keep it up!
MATH2621: Higher Complex Analysis
Ease: 8/10. Basically further techniques with complex numbers. There is also some overlap with MATH2111 in regards to contour integration. Zero idea on conformal mappings.
Content: 9/10. Yeah, quite interesting integration techniques, also some discussion on...