Exercises 1. Prove the following points without using tables 1. p → q = (~pvq) 2. p ex q = (~pnq) (pa~q) 3. plq = (~pv~q) 4. plq = (~p^~q) 2. Write the truth table of the following statement (p^q) →...


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Exercises<br>1. Prove the following points without using tables<br>1. p → q = (~pvq)<br>2. p ex q = (~pnq) (pa~q)<br>3. plq = (~pv~q)<br>4. plq = (~p^~q)<br>2. Write the truth table of the following statement<br>(p^q) → [(pvq) I p]<br>3. Complete the following table<br>b xə d bld bf db+db d bvd bad bd<br>0.5 0.3<br>

Extracted text: Exercises 1. Prove the following points without using tables 1. p → q = (~pvq) 2. p ex q = (~pnq) (pa~q) 3. plq = (~pv~q) 4. plq = (~p^~q) 2. Write the truth table of the following statement (p^q) → [(pvq) I p] 3. Complete the following table b xə d bld bf db+db d bvd bad bd 0.5 0.3

Jun 08, 2022
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