Question: 1. There are other logical fallacies not including Correlation implies causation, Ad hominem, Straw man, Appeal to consequence, Appeal to ignorance, Appeal to authority. What

1. There are other logical fallacies not including Correlation implies causation, Ad hominem, Straw man, Appeal to consequence, Appeal to ignorance, Appeal to authority. What is another type of fallacy different from the 6 types discussed above and find an example of that type of fallacy.

a) State the type of fallacy you looked up:

b) State the example of the fallacy you found:

c) Explain what is faulty about the reasoning in your example.

d) Give the website link to the source of your stated fallacy:

2. . Below is an example of one of the 6 common logical fallacies we discussed Correlation implies causation, Ad hominem, Straw man, Appeal to consequence, Appeal to ignorance, Appeal to authority. Identify which type of fallacy it is and explain how the fallacy occurs in the argument.

- A teacher says her class needs to spend more time on math tasks. A parent complains, saying the teacher doesn't care about literacy subjects.

3. Let's define the following statements: Write each of the following (compound) statements symbolically. ?: I study for my exams. ?: I earn an A in the class.

a. I study for my exams, and I do not earn an A in the class.

b. I do not earn an A in the class, or I do not study for my exams.

4. Complete the truth table (shown below) for (? ? ~ ?) ? ?.

1. There are other logical fallacies not including Correlation implies causation, Adhominem, Straw man, Appeal to consequence, Appeal to ignorance, Appeal to authority.What is another type of fallacy different from the 6 types discussed

Simple Additional columns to help with Final Compound statements identifying truth values Statement 75 live in an apartment on 265 live on campus (C) campus 160 students live in an 200 live in an apartment (Apt) i apartment with a roommate 380 live with a roommate 220 live on campus with a (RM) roommate 48 live in an apartment on campus with a roommate a) How many students live on campus with no roommate? Simple , ) Premise 1 and , If Premise 1 and Premise 2 Premise 1 Premise 2 . Conclusion . Statements Premise 2 then Conclusion

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