TMA01 consists of seven questions of which 2 have already been sent in and marked ( viciously unfair but that's another matter entirely ).
Question 3 was about graphing sets in the form of 2D regions.
Question 4 was about 2D transformations ( way simpler than MS221 which I don't understand because M208 is positioned as a successor to MS221 and the first 'real' pure mathematics course in M31 ), a translation, a rotation and a composition. Question 5 was about mathematical induction. Question 6 was about complex numbers. Question 7 was about equivalence relations. I liked questions 6 and 7 most. Part of question 6 was solving the following equation.
z^4 = -8 + 8 \sqrt{3}i
There is still some time to edit and review ( reviewing saves tons of marks ) before the cut-off. Then it is full steam ahead to the next TMA's.
And also: I want to do some long term ' thinking ' about my 'research interests' . Which part of mathematics do I really, really like? Do I want to know much more about? I should be able to answer that question by now. More about this topic soon.
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