Question: 2 Laws Complement avra T Distributive (a b)(a.c) (avb) (avc) 14(bvc) av(bac) F F -T Commutative avb bva Simplify (n+--m) ((mvF)n) to men 1. Select

 2 Laws Complement avra T Distributive (a b)(a.c) (avb) (avc) 14(bvc)

2 Laws Complement avra T Distributive (a b)(a.c) (avb) (avc) 14(bvc) av(bac) F F -T Commutative avb bva Simplify (n+--m) ((mvF)n) to men 1. Select a next law from the right to apply (n=--m) ((mvF)n) ( nm)^((mvF) n) (n-m)^(mon) (-nvm)^(m-n) (-nvm)^(-nvm) (-nvm)^(mv-n) (mv-n (mv-n) mv-na-n) (-na-n)vm F aab baa Identity aiT a -av-b avF De Morgan's (a b) avb) Conditional a-b -aanb Double negation ma navb ab = (a--b)(b--a) UNDO LAW

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