'Compound statement formed' diaporamas de présentation

Lesson 2-2

Lesson 2-2. Logic. Ohio Content Standards:. Ohio Content Standards:. Establish the validity of conjectures about geometric objects, their properties and relationships by counter-example, inductive and deductive reasoning, and critiquing arguments made by others. Ohio Content Standards:.

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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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Review

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Review

Review. Find a counter example for the conjecture Given: JK = KL = LM = MJ Conjecture: JKLM forms a square. Logic. Geometry Unit 9, Day 2 Mr. Zampetti. Objective. To determine the truth values of conjunctions and disjunctions. Definition.

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Section 2-2: Logic

Section 2-2: Logic. Statement : Any sentence that is either true or false, but not both. Statements are often represented using a letter such as p or q. Example: p : Detroit is a city in Michigan. Section 2-2: Logic. Truth Value : The truth or falsity of a statement.

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