please answer all

Whech choices represents for ay yets A and B the inchasbon of intersection? ABAABCB at of the above nover thin itore Question 2 10pts Which doics rearesents; for all sets A and B: hiederion is union? Ac C A al of the ahowe (iere at int atout Duestion 3 Which choice represents, for all uets AB and C; the transitive property of subsets? if AB and BC, then AC If A E Band BC, then A g C if AB and B&C, then AC nove of the above Question 4 Gven that sets A and B are subsets of a Uhiversal set, which chice represents the commotathe. law?: (A(BC)={AB)(AO)andA(BC)=(AB)(AC)(AB)C=A(AC)aind(AB)C=A(BC)AB=BAandAB=FAAB=AandAU=A Question 5 What is the neration of the followirn statement What is the negaton of the followinc statement: Therecting ate rehient a murh that xAAB and eA Thereeriats an drinent a nudh that z fAB and of +8 Question 6 Given that wets A, and C ae whets of a Univenal ver which choire reperents the myociafie taw? A(BC)=(AB)(AC) and A(O)=(AA)(AC) (AB}C=A(BC) and (AD)C=A(BC) AB=BA and A N=nA. A is =A und A a e=A Question 7 Whion choice represents for af yets A B and C the transitwe property of wibsets? If AB and BC, then ACC AAB and BAB ABA and ABB AU=A and AU=A Question 8 10 pts bet: A(BC)=(AB)(AC) and A(BC)=(AB)(AC) (AB)C=A(BC) and (AB)C=A(BC) AB=BA and AB an BA AE=A and AU=A Question 9 Init A(BC)=(AB)C(AC) and A(BC)=(AB)(AC). Givn that wets A. B and C are sabsets of a Uniwersal sot, which choice represents the distributive brw? A(BC)=(AB)(AC) and A(BC)=(AB)(AC). (AB)C=A(BC) and (AB)C=A(BC) AB=BA and AB=BA AD=A and AU=A Question 10 Let X and Y be subsets of a universal set U and suppose X and Y are elements of U. XXY:es XX or XY XX and XY XX and x/Y x ir X Question 11 Let X and Y be subsets of a universat set U and suppose x and y ane elements of U. Let X and Y be subsets of a universal set U and suppose x and y are elements of U. xXc= XXorXYXXandXYXXandXYXEX Question 12 10pts Let X and Y be wubsets of a universal set U and suppose x and y are elements of U. (x,y)XXY= XXandYYXXandxYXXandXYXX