Question: Please SHOW LAW STEPS Simplify (-man) v-( mvn) to -m Laws 1. Select a next law from the right to apply (-man)v-(mvn) (-(mvn)v-m)^(-(mvn) vn) ((-ma-n)

Please SHOW LAW STEPS

Please SHOW LAW STEPS Simplify (-man) v-( mvn) to -m Laws 1.

Simplify (-man) v-( mvn) to -m Laws 1. Select a next law from the right to apply (-man)v-(mvn) (-(mvn)v-m)^(-(mvn) vn) ((-ma-n) v-m)^(-(mvn) vn) Distributive (b)() Complement ava ET III (b+c) av(bac) = F UNDO LAW (avb) (avc) Commutative avb T F bva ET b Identity = a III -av-b De Morgan's -() (avb) Conditional a-b III --b avF = a Double negation avb ab (a,b)( ba)

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