Introspection about the quiz:
I have a deeper comprehension of the course this week. I though the week2 quiz to be very easy, and I believed I have understood the ideas of visualize the venn diagram very well. However, I got a very unsatisfied mark in the quiz. At first, I felt so depressed, since I was so confident about the quiz but finally get such a poor mark. This kind of thing never happened before. But now I realize that I misunderstand the course, this course requires us to be very precise. The quiz question asked us to draw a venn diagram to prove the condition which I did perfectly, but it also asked us to not showing any assumptions or knowledge I had, and I did make my own assumptions. The reasons why I made such mistake was partly related to my English level, and partly related to my logic. My logic is that when I want to prove something right, I will give a very detailed example. However, in the quiz, it did not ask me to be detailed, and my answer became incorrect. Now I realize I have some logical problems that I should fix. For example, if I want to prove a and b are all wrong, I can say that only c is correct to prove that. In the past, I always wanted to prove a is wrong and b is wrong, and it would make the things complicated.About the lecture and tutorial:
The lecture becomes very easy to understand after I had the tutorial on monday. The tutorial not only help me review but also introduce some new staff like truth table and some very hard logic question about disjunction,conjunction and negation. I said the questions about symbols were very easy. However, I realize that memorizing the definition of symbols are not enough for solving complicated questions. I still need to do many questions in order to practice my logic to solve the question.
After doing some practice, I also becomes more familiar with the symbols. I used to consider ¬∀,'not‘ and 'all' to be 'none',but it actually means 'not all' which equals '∃','some or at least one'.
I also had a hard time struggling to understand the relations in the truth table. However, after I tried to set up an example of truth table by myself, everything becomes clear:
P: my Ferrari bicycle experience a car accident.
Q: I have to paint my bicycle.
R: I have to change the wheels of my bicycle.
(T means True,F means False)
p Q R Q^R P->(Q^R)
T T T T T
T T F F F
T F T F F
T F F F F
F T T T T
F T F F T
F F T F T
F F F F T
Here is a link about 'Truth Table': http://philosophy.lander.edu/logic/table.html