NEED HELP AND ANSWER THE FOLLOWING QUESTIONS. THANK YOU!!!!

1.) This argument is valid. True or False?

2.) The truth table for this argument has how many rows? 2,4,8,12,16? some other number?

3.) In row 5 of your truth table, the truth values for the letters "p" and "q" are:?

Both "p" and "q" are True.? "p" is True and "q" is False.? "p" is False and "q" is True.? Both "p" and "q" are False? There is no row 5 in this truth table.?

4.) In row 1 of your truth table, the truth values for premise (1) and (2) are?

Both premise (1) and premise (2) are True.? Premise (1) is True and premise (2) is False.? Premise (1) is False and premise (2) is True.? Both premise (1) and premise (2) are False.?

5.) In row 6 of your truth table, the truth values for premise (1) and (2) are

Both premise (1) and premise (2) are True.? Premise (1) is True and premise (2) is False.? Premise (1) is False and premise (2) is True.? Both premise (1) and premise (2) are False.? There is no row 6 in this truth table?

6.) Row 2 of your truth table proves that this argument is invalid? True or False?

7.) Row 4 of your truth table proves that this argument is invalid. True or False?

On a separate piece of paper, construct a truth table to test the validity of the following argument: p = (2) p -> (r& q) Be sure to construct the table just as you were instructed in the videos. You should have a column numbering the rows on the far left (number only the rows with T/F, not the header' row with the sentence letters and the statements); then columns for individual sentence-letters in alphabetical order, with truth values underneath them, then premise (1), then premise (2), then the conclusion. MAKE THE TRUTH TABLE NOW, and answer this question, and all questions through #25 using that truth table