a. Complete the truth table. Part 2 (1) p (2) q (3) pright arrowq (4) ~p (5) ~plogical orq T T T F T T F F F F F T T T T F F T T T Part 3 b. Select the two statements that are logically equivalent. A. p B. ~p C. pright arrowq D. q E. ~plogical orq c. Using the answer to part (b), which of the following is an implication that is logically equivalent to "2plus3not equals5 or 4plus6equals10"? A. If 2plus3equals5, then 4plus6not equals10. B. If 4plus6not equals10, then 2plus3not equals5. C. 2plus3equals5 and 4plus6not equals10 D. If 2plus3not equals5, then 4plus6not equals10. E. If 4plus6equals10, then 2plus3equals5. F. If 4plus6equals10, then 2plus3not equals5. G. 2plus3not equals5 and 4plus6equals10 H. 2plus3not equals5 and 4plus6not equals10 I. 2plus3equals5 or 4plus6not equals10 J. If 4plus6not equals10, then 2plus3equals5. K. If 2plus3not equals5, then 4plus6equals10. L. If 2plus3equals5, then 4plus6equals10