Need help for a truth table, below are the questions for them. Multiple choice ones1.) Statements (1) and (2) are logically equivalent. (True/False)?

2.) Which of the following is a correct statement about row 3 of your truth table?

Both the "p" and the "q" are True.

The "p" is True and the "q" is False.

The "p" is False and the "q" is True.

Both the "p" and the "q" are False.

3.) Which of the following is a correct statement about row 1 of your truth table?

Both statement (1) and statement (2) are True.

Statement (1) is True and statement (2) is False.

Statement (1) is False and statement (2) is True.

Both statement (1) and (2) are False

4.) Which of the following is a correct statement about row 2 of your truth table?

Both statement (1) and statement (2) are True.

Statement (1) is True and statement (2) is False.

Statement (1) is False and statement (2) is True.

Both statement (1) and (2) are False

Both statement (1) and (2) are False

Consider the following two statements: (2) - (p & -q) Using EXACTLY THE SAME method we used in the videos, construct a truth table to show whether these two statements are logically equivalent or not. To remind you: You will determine the number of rows in the table by counting the variables in the statements and using the method we used in the videos. The left column of your table will number the rows, the next columns will list the individual statement variables in alphabetical order, and there will be subsequent columns for every letter and truth functional connective in statements (1) and (2). Below the variables, you will place the appropriate Ts and Fs as we discussed in the videos, and you will calculate the truth values of statements (1) and (2) as we did in the videos. Make this table right now. It will be the basis of the question below, and the next four questions