'Ac ab bc' diaporamas de présentation

2.4 Reasoning with Properties from Algebra

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Pythagorean Theorem

Pythagorean Theorem. By: SAMUEL M. GIER. DRILL. SIMPLIFY THE FOLLOWING EXPRESSION. 1. 4. + 2. 5 . 3. REVIEW ABOUT RIGHT TRIANGLES. A. LEGS. &. The perpendicular side. HYPOTENUSE. B. C.

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Vector Journeys

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Geometry

Geometry. Chapter 1 1-2 measuring and constructing segments. Warm up. 1. Name three collinear points 2. Name two opposite rays 3. A plane containing E , D , and B . Draw each of the following 4. a line intersecting a plane at one point

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Boolean algebra and logic simplification

Boolean algebra and logic simplification. Boolean operations and expressions. Boolean algebra is the mathematics of digital systems. Indespensible to the study and analysis of logic circuits.

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Boolean algebra

Boolean algebra. In Boolean algebra, a variable is a symbol used to represent an action, a condition, or data. A single variable can only have a value of 1 or 0. The complement represents the inverse of a variable and is indicated with an overbar. Thus, the complement of A is A .

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1.3 Measuring Segments

1.3 Measuring Segments. Objective: Students will find measures of segments. Correct notation will be used. Line Segments. Since segments have 2 endpoints, it can be measured. Line segments are named with two capital letters that correspond to the 2 endpoints.

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EXAMPLE 4

You are designing a logo to sell daffodils. Use the information given. Determine whether m EBA = m DBC. Equation. Explanation. Reason. m 1 = m 3. m EBA = m 3+ m 2. m EBA = m 1+ m 2. Substitute m 1 for m 3. EXAMPLE 4. Use properties of equality.

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