PH#2
Study Guide for Test #2
Be familiar with:
· What logical validity means
· How to translate arguments into propositional form
· The truth-tables for the Logical Operators and calculating truth-tables for logical expressions
· How to test arguments for logical validity using truth-tables
· How to recognize the following arguments:
· Statistical Generalizations/Statistical Applications
· Inference to Best Explanation
· Argument from Analogy
· How to judge the strength of:
· Statistical Generalizations/Statistical Applications
· Claims that something is a Necessary Condition (for something else) [use NCT]
· Claims that something is a Sufficient Condition (for something else) [use SCT]
· Inference to Best Explanation
· Argument from Analogy
What the test will force you to do:
· Answer claims about some theoretical concepts (just like the T/F section on the last test)
· 5 problems at 2 pts each
· Translate arguments from Standard Form to propositional form
· 2 Problems at 4 pts each (easier)
· Translate arguments from prose to propositional form
[this will require you to arrange in Standard Form at the same time using skills from the last section]
· 1 Problem at 5 pts (harder)
· Provide truth-tables for the a single symbolic expression
· 2 problems at 3 pts each
· Test an argument in propositional form for logical validity (using truth-tables)
· 2 problems at 5 pts each
· Evaluate a set of cases for necessary and sufficient conditions by using NCT and SCT
· 2 problems at 3 pts each (easy type with letters)
· 1 problem at 5 pts (harder type with words)
· Identify Statistical Generalizations and Applications as strong or weak
· Requires answering 3 questions:
· Is it a stat gen or stat app?
· What is the ref class? Sample/subset?
· Is it weak or strong? Why? (this has you using the criteria for each argument)
· 4 problems at 7 pts each
· Analyze examples of Inference to the Best Explanation and Argument from Analogy for strength
· These are the longer answer problems for this exam
· Explain how the argument stacks up on each criterion
· 2 problems at 12 pts each