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LOGIC

Aug 04, 2014

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Acts 7:55. Proverbs 3:5-6. Jeremiah 29:11. Romans 12:1-2. John 14:2-3. John 16:33. GOD’S PLAN & PURPOSE. Praise. Prayer. Devotions. EMOTIONS. LOGIC. EXPERIENCES.

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LOGIC

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Acts 7:55 Proverbs 3:5-6 Jeremiah 29:11 Romans 12:1-2 John 14:2-3 John 16:33 GOD’S PLAN & PURPOSE Praise Prayer Devotions EMOTIONS LOGIC EXPERIENCES

Logic

Inductive and Deductive Reasoning. The two types of reasoning can be explained in a simple way. Deductive Reasoning Inductive ReasoningUsing a general example of formula Using specific examples to to explain a specific happening state a general formulageneral to specific specif

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Logic

2. 2. ??????????(Logic). ???????????????????????????????????????????????????????????????????????????????????????????????????:?????????????????????????????????????????????????????????????????????????????? ???????????????(search engines)???????????????????????????????????????????(propositions)??

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Encoder Logic Logic Logic 10 Output Logic Binary

. ??????? . . . ???? Output ????????????????????????????????????????? ????????????????????????? (Decoder) ??????? ?????????????????? Input ??????????????????????????? ???? ??????????? BCD ????????????????????????????? ????????-???????????????????????????

799 views • 40 slides

Logic

Logic. Introduction to Logic. What is logic?. Logic is the study of valid reasoning. That is, logic tries to establish criteria to decide whether some piece of reasoning is valid or invalid. OK, so then what do we mean by ‘valid reasoning’?. Reasoning.

1.25k views • 76 slides

Logic

Logic. Professor D’Ascoli HUM 200 Strayer University. What is logical?. LOGIC. WHAT IS LOGIC? Lewis Carroll, Through the Looking Glass : “Contrariwise, continued Tweedledee , if it was so, it might be; and if it were so, it would be; but as it isn’t, it ain’t . That’s logic .&quot;.

984 views • 40 slides

Logic

Logic. Inductive and Deductive Reasoning. Inductive Deductive “Indian-Tepee Model”. Specific Details (Generalizations)

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Logic

Logic. Knowledge-based agents. Knowledge base (KB) = set of sentences in a formal language Declarative approach to building an agent (or other system): Tell it what it needs to know Then it can ask itself what to do - answers should follow from the KB

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LOGIC!

LOGIC!. How do we use logic to back up a claim?. Discuss your assigned question. State your position on the issue as a group and support with specific details. What is the strongest motivator for us to do the work we do? What is the biggest way that work shapes or influences our lives?

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Logic

Logic. Lesson 3: practice with valid/invalid; more on inductive arguments. BR: Answer all the following on your own paper. Open note. No discussing.

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Logic

Logic. What is logic?.

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Logic

Logic. What is logic?. Logic is an “algebra” for manipulating only two values: true ( T ) and false ( F ) Nevertheless, logic can be quite challenging This talk will cover: Propositional logic--the simplest kind

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Logic

Logic. A: Capital punishment is immoral. B: No it isn’t! A: Yes it is! B: Well, what do you know about it? A: I know more about it then you do! B: Oh yeah? You’re an idiot!. Basic Terms. Logic: the study of how to reason well.

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Logic

Logic. Unsolvability results also imply unprovability in logics Logics we will look at (all very briefly) Aristotelian logic Euclidean geometry Propositional logic First order logic Peano axioms Zermelo Fraenkel set theory Higher order logic.

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Logic

Logic. Propositional Logic. Logic as a Knowledge Representation Language. A Logic is a formal language, with precisely defined syntax and semantics, which supports sound inference. Independent of domain of application.

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Logic

Logic. Bram. What is Logic?. What is logic?. Logic is the study of valid reasoning. That is, logic tries to establish criteria to decide whether some piece of reasoning is valid or invalid. OK, so then what do we mean by ‘valid reasoning’?. Reasoning.

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LOGIC :

LOGIC :. SYLLOGISMS. Syllogism: A set of statements called premises, which lead to one logical conclusion. If the premises are true, (and we assume they are), then the conclusion must be true. (Note: This symbol means “Therefore”. It signals the conclusion.). Law of Syllogism.

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Logic

Logic. Making decisions

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Logic

Logic. To write a conditional To identify the hypothesis and conclusion in a conditional To write the converse, inverse and contrapositive of a given conditional To state the truth value of each of the above (draw conclusions) To write a biconditional.

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Logic

Logic. A conjecture is an educated guess that can be either true or false. A statement is a sentence that is either true or false but not both. Often represented by a letter such a p, q or r . The Truth value is the truth or falsity of a statement. Negations.

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Logic

Logic. A statement is a sentence that is either true or false (its truth value ). Logically speaking, a statement is either true or false. What are the values of these statements? The sun is hot. The moon is made of cheese. A triangle has three sides. The area of a circle is 2 π r .

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