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Maths Tricks 17 ##Maths
#Maths - 7.32 as 64% 111 TABLE 6 Logical Equivalences Equivalence Name p AT=p Identity laws p VF = p PVT=T Domination laws P^F= F Idempotent laws  pVp= p PAp= p Double law -(7p)= p negation p V ৭ = ৭ V p Commutative laws p ^ ৭ = ৭ ^ p (p V 4)Vr=pv (4 Vri Associative laws (^q)^r = p^ q ^r) p V ( ^") = (pV৭) ^ (p Vr) Distributive laws  P ^ (4 Vr) =(p ^q) v (p Ari 7(p ^ ৭) = 7pV -৭ De Morgan $ laws a(p Y 4)  =p^- Absorption laws  p V (p ^q) = p p ^ (p V৭) = p p V 7p =1 Negation laws  p ^ 7p =1 7.32 as 64% 111 TABLE 6 Logical Equivalences Equivalence Name p AT=p Identity laws p VF = p PVT=T Domination laws P^F= F Idempotent laws  pVp= p PAp= p Double law -(7p)= p negation p V ৭ = ৭ V p Commutative laws p ^ ৭ = ৭ ^ p (p V 4)Vr=pv (4 Vri Associative laws (^q)^r = p^ q ^r) p V ( ^") = (pV৭) ^ (p Vr) Distributive laws  P ^ (4 Vr) =(p ^q) v (p Ari 7(p ^ ৭) = 7pV -৭ De Morgan $ laws a(p Y 4)  =p^- Absorption laws  p V (p ^q) = p p ^ (p V৭) = p p V 7p =1 Negation laws  p ^ 7p =1 - ShareChat