'Bc ab' diaporamas de présentation

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????????. ??????. ????????????????????. ???. ???. ???. ???. ???. ???. ???. ???. ???. ??????????. 1.1 ??? 1.2 ??????????? ?? 1.3 ??????????? ???? 1.4 ?????????? 1.5 ??????????? 1.6 ??????????? 1.7 ??????????? ? 1.8 ????????????. 1.1.1 ???????. 1.1 ? ?. ????.

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????? ???? ?? ???? ?????

????? ???? ?? ???? ?????. Karnaugh Map. A. 0. 1. A. B. AB. 00. 01. 11. 10. CD. 0. 0. 2. 00. 0. 4. 12. 8. 1. 1. 3. 01. 1. 5. 13. 9. D. A. AB. 11. 3. 7. 15. 11. C. 00. 01. 11. 10. C. 10. 0. 2. 6. 14. 10. 0. 2. 6. 4. B. 1. 1. 3. 7. 5. B.

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C 0

EQUILIBRIUM OF CONCURRENT COPLANAR FORCE SYSTEMS. C 0. CONTENTS : 1] BASIC CONCEPTS: (a) Definition & Conditions for Equilibrium (b) Space Diagram & Free Body Diagram (FBD) (c) A few guidelines for drawing FBD 2] NUMERICAL PROBLEMS: (a) Solved Examples

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Boolean Algebra

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COSC 3330/6308 Solutions to First Problem Set

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?? ???

?? ???. ????. ? ???. (1) F=(A+B)(A B) = A B. (2) F=A+ABC+ABC+CB+C B = A+BC+BC. (3) F=AB+A B+AB+AB = 0. (4) F=(A+B+C)(A+B+C) = (A+B)+CC = A+B. (5) F=ABCD+ABD+BCD+ABCD+BC = AB+BC+BD. (6) F=AC+ABC+BC+ABC = BC. (7) F=AB+ABC+A(B+AB) = 0. (8) F=(A+B)+(A+B)+ (AB)(AB) = 0. ???????????????.

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PLAs Programmable Logic Arrays

PLAs Programmable Logic Arrays. PLAs Objectives. Explain the operation of a PLA Use a PLA to implement a logic network Given a PLA design, determine the logic functions implemented. Programmable Logic Array (PLA). n Input Lines. AND Array. OR Array. k Word Lines. m Outputs Lines.

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SITE BC - Engineering Market

SITE BC - Engineering Market. Nelson Lee, MASc, PEng nlee@eba.ca. June 30, 2012. 1. 1. What I want to share with you. The employer's perspective The job market - potential opportunities Steps you can take to be one employed A little background about me. 2. 2. Who is Nelson Lee.

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Lecture 4

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Equilibrium and Kinetics

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12.3.2 ????? (2)

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Apply SSS and SAS to construct triangles and solve problems.

Objectives. Apply SSS and SAS to construct triangles and solve problems. Prove triangles congruent by using SSS and SAS. In Lesson 4-3, you proved triangles congruent by showing that all six pairs of corresponding parts were congruent.

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February 7, 2002 John Wawrzynek

EECS150 - Digital Design Lecture 6 - Boolean Algebra I (Representations of Combinational Logic Circuits). February 7, 2002 John Wawrzynek. Outline. Review of three representations for combinational logic: truth tables, graphical (logic gates), and algebraic equations

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Two-Level Simplification

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4-5

4-5. Triangle Congruence: ASA, AAS, and HL. Holt Geometry. Warm Up. Lesson Presentation. Lesson Quiz. AC. Warm Up 1. What are sides AC and BC called? Side AB ? 2. Which side is in between ? A and ? C ?

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GBK Geometry

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Topics

Alphabet and Strings. Topics. Strings over alphabet Language Generation Example Languages Language Generation by Concatenation Example Grammars From Grammar to Language. We first add ? to ? * .

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????????? 3 ?. ???????. D. C. o. A. B. D. C. ????. A. B. ??????????????? ABCD ??????. AD//BC. ?? AB=CD ?. AD=BC ?? AB//CD ?. ?AB//CD ? . ? ??? ABCD ??????. 3.??A=?C ? . ? ??? ABCD ??????. 2.?AB=CD ? .

210 views • 9 slides