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1.Fill in the truth table by entering T or F in the spaces beneath each simple proposition letter and operator. Use the hint tabs below

1.Fill in the truth table by enteringTorFin the spaces beneath each simple proposition letter and operator. Use the hint tabs below the table if you need help remembering the definitions of the propositional operators.2.Mark the column representing each premise and the conclusion by typing a lowercase x in the boxes in the appropriate columns of the bottom row.3.Mark all rows in which the premises are all true and the conclusion is false by typing a lowercase x in the rightmost column.4.Based on the completed truth table, determine whether the given argument is valid or invalid. Indicate your answer using the provided dropdown menu.

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Given Argument Premise 1: K V G Premise 2: NK = ~R Conclusion: GO ~ R Truth Table Rows Given Truth Showing Values Premise 1 Premise 2 Conclusion Invalidity K G R K V G N K N R / / G C N R T T 10 T T TI TI 14 F F F Main Columns: Based on the completed truth table, this argument is

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