Let p, q, and r represent the following simple statements. p: I study. q: I work hard. r. I eat bananas. Write the symbolic statement in words. -r- (QAP) Choose the correct answer below. OA. If I do not eat bananas, then I do not work hard and I study. OB. If I do not eat bananas, then I work hard and I study. OC. If I eat bananas then I work hard, and I study. OD. If I eat bananas then I do not work hard, and I do not study.

Write the statement in symbolic form. Let p and q represent the following statements.   ​p:  The movie is showing.   ​q:  The lights are out.   The lights are not out or the movie is not showing.   The symbolic form is

Using p, q, and r as stated, write each symbolic statement in words. p: Jared plays baseball. q: Sierra takes dance lessons. r: Randi enjoys painting. (~r Λ ~q) →  ~p

Write the statement in symbolic form. Let p and q represent the following statements.   ​p:  The teacher is at the blackboard.   ​q:  The students are at their desks.   The students are not at their desks or the teacher is not at the blackboard.         The statement in symbolic form is

Let p, q, and r represent the following simple statements. p: The chair is broken. q: I get an A. r: I study. Write the symbolic statement in words. (pv q) ^ -r Choose the correct answer below. O A. The chair is broken, and I get an A or I do not study. O B. The chair is broken or I get an A, and I do not study. OC. I get an A, or the chair is broken and I do not study. OD. I get an A and the chair is broken, or I do not study.

Using the symbolic representations given below: p: You are a criminal.p: You are a criminal.q: You break the lawq: You break the law Express the following compound statements in symbolic form. Statement 1: You are a criminal only if you break the law.You are a criminal only if you break the law.A. ∼p→q∼�→�B. q→p�→�C. ∼q→p∼�→�D. p→q�→�E. q→∼p�→∼�F. p→∼q�→∼� Statement 2: If you are not a criminal, you do not break the law.If you are not a criminal, you do not break the law.A. q→∼p�→∼�B. p→∼q�→∼�C. ∼q→p∼�→�D. ∼p→∼q∼�→∼�E. ∼q→∼p∼�→∼�F. ∼p→q∼�→� FILL BLANK: Statement 2 is the ________ of Statement 1.A. contrapositiveB. inverseC. converse Statement 1 and Statement 2 are:A. equivalentB. not equivalent

Use letters to represent each non-negated simple statement and rewrite the given compound statement in symbolic form. If school is cancelled then I can sleep in, and I cannot sleep in. Let p represent the simple sentence "School is cancelled" and q represent "I can sleep in." The compound statement written in symbolic form is (p→q)^~q-

Let p, q, and r represent the following simple statements. p: I eat bananas. q: I like ice cream. r I like to eat. Write the following compound statement in its symbolic form. If I do not eat bananas then: I do not like ice cream and I do not like to eat. The symbolic form is

Let p and q represent the following simple statements. p: Steve annoys Gabby. q: Gabby annoys Steve. Write the symbolic statement q^p in words. Choose the correct sentence below. O A. Gabby does not annoy Steve or Steve annoys Gabby. O B. Gabby annoys Steve and Steve does not annoy Gabby. O C. Gabby does not annoy Steve and Steve annoys Gabby. OD. If Gabby annoys Steve, then Steve does not annoy Gabby.

p: Kevin Durant will win the MVP award.q: The Lakers will win the NBA championship. Select the statement below that matches the following symbolic statement: ∼p∨q