1. Let P(x) = x is a good singer and Q(x) = x has appeared on The Voice. And the u.d. for x is all people.

2. Let P(X) = x lives in Wahiawa and the u.d. for x is all students at Leeward Community College.

3. Let S(x) = x is a student in our class and P(x) = x lives in Wahiawa

Thank you!

(4) 1. Let P(x)="x is a good singer" and Q(x)= "x has appeared on The Voice." And the u.d. for x is all people. a. Translate into English Q (Samantha) P (Samantha) b. Translate into symbols: There exists a person who is both a good singer and who has appeared on The Voice. (4) 2. Let P(X)= " x lives in Wahiawa" and the u.d. for x is all students at Leeward Community College. a. Translate into symbols, "There is at least one Leeward Community College student who lives in Wahiawa." b. Using symbols, express the negation of your expression for 2 a. (4) 3. Let S(x)= " x is a student in our class" and P(x)= " x lives in Wahiawa" a. Assume the u.d. for x is students in our class. Translate into symbols, "There is a student in our class who lives in Wahiawa. b. Assume the u.d. for x is all people. Translate into symbols, "There is a student in our class who lives in Wahiawa