Construct the truth table of the following compound propositions by following the steps in this workbook to determine whether it is a tautology, a contradiction, or a contingency given that all...


Construct the truth table of the following compound propositions by following the steps in this<br>workbook to determine whether it is a tautology, a contradiction, or a contingency given that all<br>variables are considered propositions.<br>3. [p>9)^cr → s) ]^(~ pv ~ r)} →~qV~ 8)<br>

Extracted text: Construct the truth table of the following compound propositions by following the steps in this workbook to determine whether it is a tautology, a contradiction, or a contingency given that all variables are considered propositions. 3. [p>9)^cr → s) ]^(~ pv ~ r)} →~qV~ 8)
Step 1: Determine the number of the<br>combination for all the possible combinations<br>of the components by following the formula ,<br>where n is the number of the simple<br>propositions.<br>Step 2: Represent the simple propositions using<br>lower case letters while compound propositions<br>using uppercase letters, follow the hierarchy of<br>connectives.<br>

Extracted text: Step 1: Determine the number of the combination for all the possible combinations of the components by following the formula , where n is the number of the simple propositions. Step 2: Represent the simple propositions using lower case letters while compound propositions using uppercase letters, follow the hierarchy of connectives.

Jun 05, 2022
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