This is a blog that I have created for some time. I sometimes post articles about interesting thoughts that I come up with. I don't mind to put the CSC236 SLOG in the blog, since the SLOG will capture some valuable experience in the course. However, I will start the title as CSC236 SLOG to help people distinct the blog from my other blogs.
I use to write lots of blogs in other place, blog is like a diary book that you keep for other people to see. But then, I was too busy to keep writing blogs. What a shame. I think it is great we can earn some marks by just writing blogs.
Regarding the course, I have some thoughts that I want to share with you guys. In Assignment one, question 3, I got a formula by my inference:
for any set with n+3 elements, there are [(n+2)(n+1) + (n+1)(n) + ... + (2)(1)] / 2 3-subsets.
I believe the formula give same output as the combination formula we otherwise use. It's just I don't know how to simplify the formula. If you know a way to simplify the formula please let me know.
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