(net time : 36 hours)
MATH309 | Assignment | 1 | 318 |
3 | 271 | ||
2 | 237 | ||
Unit | 1 | 190 | |
2 | 129 | ||
5 | 128 | ||
3 | 78 | ||
6 | 61 | ||
4 | 53 | ||
Revision | (blank) | 395 | |
Exam | (blank) | 170 | |
study guide | (blank) | 8 | |
MATH309 Total | 2038 |
Learning the first chapter is a bit annoying because I have to resist my intuition. Most of the laws and propositions have been taken for granted for years, but now I have to prove them based on the fundamental axioms. After I’m familiar with the terminology, the following chapters are learned faster and faster.
I think the most important point of this course is the axiomatic method. By summarizing a system with a set of axioms, I can find similar structure in almost all of the six units of this course.
I made some mistakes in assignment 4 because I have wrong understanding about finite-state automata.
Learning study guide is enough for most units expect unit 6. Some content of unit 6 is only covered in the textbook.
1. Copy all propositions, laws, axioms onto one sheet.
2. Review all questions in the assignments.
3. Do sample examination questions.
Go.
Overall, I get A+ (95) and my final exam is 100.
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