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Informal Logic PHI 103 Week 2 Quiz Answers (Spring 2018)

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    1.    According to modern logicians, statements of the form “All P is Q” are ________ when no P exists. 
    2.    Breaking a sorites into subarguments helps to make the reasoning _____________. 
    3.    Negation is __________. 
    4.    Identify the form of the following argument.
If I get a new job, then I will be able to afford a new car. I am not going to get new job.
Therefore, I will not be able to afford a new car. 
    5.    A biconditional is __________. 
    6.    A categorical statement is one that _____________. 
    7.    A categorical statement is one that _____________. 
    8.    “No cats are dogs. Some cats are mammals. Therefore, some dogs are mammals.” This argument is __________. 
    9.    Which term is in the subject position of the sentence “Every question is answerable”? 
    10.    Identify the form of the following argument. 
    11.    Identify the form of the following argument. 
    12.    Within the video “What is a Valid Argument?” which of the following is NOT one of the correct descriptions of what it means for an argument to valid? 
    13.    The word “but” indicates which of the following types of propositions? 
    14.    What is the converse of the statement “Some desks are not chairs”? 
    15.    If an argument form is valid, which of the following must be true? 
    16.    Which term is in the predicate position of the sentence “Some of these questions are difficult”? 
    17.    Identify the form of the following argument. Either the Pacers or the Kings will win tonight. The Pacers will win.
Therefore, the Kings will not win. 
    18.    Identify the form of the following argument. If the Honda plant increases production, then we will need to hire more workers.
If we need to hire more workers, then we need to revise the budget. Therefore, if the Honda plant increases production, then we need to revise the budget. 
    19.    Which of the following must be true for “P and Q” to be true? 
    20.    Identify the form of the following argument. If we do not pay our student loans, then our credit score will be ruined. We will not pay our loans.
Therefore, our credit score is going to be ruined. 

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