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# need help in all of this please alt="71498560_2292689167524766_4929362338173157376_n.jpg" /> Attachment 1 Attachment 2 Attachment 3 ATTACHMENT PREVIEW Download attachment 69787802_2654046074614798_6751400225207746560_n.jpg 3. Write the following sentences in symbols. (a) &quot;A wise man cares not for what he cannot have.&quot;- George Edward Herbert You may use the sets W - { Wise men}, S = {Everything}, and the statements C(w, s) =&quot;w cares for s&quot;, and H(w, s) =&quot;w can have's&quot;. (b) &quot;You can fool all the people some of the time and some of the people all of the time, but you can't fool all the people all of the time.&quot; -Abraham Lincoln You may use the set P = {People}, T = {times} and the statement F(p, t) =&quot;You can fool person p at time t.&quot; . ATTACHMENT PREVIEW Download attachment 71352004_2417488805240271_2226081914589020160_n.jpg Additional problems. 1. Which of the arguments are valid and which are invalid. You may use diagrams to HELP explain your answer. All wizards can perform magic. (a) Harry Potter can perform magic. Therefore, Harry Potter is a wizard. All of Willy Wonka's customers are happy. (b ) Sad Panda is not happy. Sad Panda is not a customer of Willy Wonka. All politicians lie. ( C ) No priest lies. Therefore, no priest is a politician. ATTACHMENT PREVIEW Download attachment 71498560_2292689167524766_4929362338173157376_n.jpg Therefore, no priest is a politician. 2. (*) The following are based on logic puzzles by Lewis Carroll. Your job is to reorder the premises to make it clear that the conclusion follows logically. You may want to rewrite statements in if-then form. 1. When I work a logic example without grumbling you may be sure it is one I understand. 2. The arguments in these examples are not arranged in regular order like the ones I am used to. 3. No easy example makes my head ache. 4. I can't understand examples if the arguments are not arranged in regular order like the ones I am used to. 5. I never grumble at an example unless it makes my head ache. Therefore, these examples are not easy.

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