5. Use a truth table to evaluate (p ^ q) →r = ~p V (~q V r). Each column should be headed by a full statement, not an abbreviation such as →'. You do not need to fill all columns. р a TTT TTF c TFT d TFF e F TT f FTF g F |F |T h FFF Write a sentence or two explaining whether two statements are logically equivalent or not. You may use the letters on the left side to reference a row in your explanation.

Help with explanation

Translate each argument into symbolic form. Then determine whether the argument is valid or invalid. It is the case that x 29, but x ≥ 21, so x > 29. Choose the correct translation below. O A. pvq ~P_ .. q Choose the correct answer below. O A. The argument is valid. O B. The argument is invalid. O B. pvq ~q ..p C O C. pvq 9 .. ~p O D. pvq P ..-q