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Use membership tables (i.e., no set identities or Venn diagrams) to demonstrate that4. Use membership tables (i.e., no set identities or Venn diagrams) to demonstrate that ((Y U Z) n (X UZ)) – (Y nz) and (2 U(

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zucynx) | o - -:- 0 - 0 - 1 Ynt | --0- - - Table I RUZ Membership Ivuz lynz (ynz 30---0--- x lynx x 0 0 - lo - 0 - 0 - y z z(YUz) n(Xuz) (YUZ)CAUZ) ( 492) D . TTTT 0--00-00 (YNZynx szulyn in (yny)uz piyoz Jux ucynąjnx freynz Joxu LAVU 20x) - - Oooo.

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