The logic chapter can prove difficult to show work for, so below you can find some hints about what I will be looking for.
- In general - if a problem asks you to determine if something is true or false, you should justify your answer. This means providing an example or reason if it is true and providing a counter-example if it is false. You should always attempt to do this, even if the instructions in the book do not ask you to.
- If you are using inductive reasoning to predict the next term, you should describe the rule you are using. This can be done algebraically or with a sentence.
- Make sure to read the directions carefully and do all of the parts to a question.
- I tend to model the work I expect to see when we do examples in class, so if you have taken good notes, you can look back for a reference of what I am expecting to see.
- Here's a weird fact - a conditional statement is only false if the hypothesis is true and the conclusion is false. Check out #21 in assignment 12.
Keep in mind that I am interested in seeing you support your answers, so I try to pick problems that have more work involved in them than just what is shown in the back of the book.
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