Prove the De Morgan's Law - (p V q) =-pA-qusing the truth tables| p Vq -(p V q) 1 1
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- The set of letters S consists of 30 As, 6 Bs, 24 Cs, 15 Ds, and 15 Es. The set of letters T consists of 25 As, 20 Bs, 15 Cs, 5 Ds and 35 Es. What is the mutual index of coincidence between sets S and T? Leave your answer as a fraction in lowest termsLet R=ABCDEGHK and F= {ABK→C, A→DG, B→K, K→ADH, H→GE} . Is it in BCNF? Prove your answer.Solve this proof with no premises: (~Q->~P)->((~Q->P)->Q)
- Determine the truth tableComplete solutions must be shown, not just the final value for FUsing a truth table determine whether (p∧q) → q is a tautology, or a contradiction, or a contingency.Using Logically Equivalent Law's, Show that (p -> q) > (r -> s) and (p -> r) -> (q -> s) are logically NOT equivalent?