'A2 b2' presentation slideshows

11.1

11.1. Areas of triangles and parallelograms. Vocabulary. Bases of a parallelogram: Either pair of parallel sides of a parallelogram are bases Height of a parallelogram: The shortest distance between bases of a parallelogram. Postulates. square. congruent. S S A = S 2.

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COE 561 Digital System Design & Synthesis Two-Level Logic Synthesis

COE 561 Digital System Design & Synthesis Two-Level Logic Synthesis. Dr. Aiman H. El-Maleh Computer Engineering Department King Fahd University of Petroleum & Minerals [Adapted from slides of Prof. G. De Micheli: Synthesis & Optimization of Digital Circuits]. Outline.

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Chapter 2

Two-Dimensional Motion and Vectors. Chapter 2. Objectives 1. Distinguish between a scalar and a vector. 2. Add and subtract vectors by using the graphical method. 3. Multiply and divide vectors by scalars. Vectors, Shmectors. Vectors, Schmectors.

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Examples for Discrete Constraint Programming

Examples for Discrete Constraint Programming. Belaid MOA UVIC, SHRINC Project. Examples. Map coloring Problem Cryptarithmetic N-queens problem Magic sequence Magic square Zebra puzzle Uzbekian puzzle A tiny transportation problem Knapsack problem graceful labeling problem.

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22C:19 Discrete Structures Logic and Proof

22C:19 Discrete Structures Logic and Proof. Spring 2014 Sukumar Ghosh. Predicate Logic. Propositional logic has limitations. Consider this: Is x > 3 a proposition? No, it is a predicate. Call it P(x ). P(4) is true, but P(1) is false. P(x ) will create a proposition

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Chapter 4 Properties of the integers: mathematical induction

Chapter 4 Properties of the integers: mathematical induction . Yen-Liang Chen Dept of IM NCU. 4.1. The well-ordered principle: mathematical induction . Z + ={x ? Z ? x ? 1} but Q + ={x ? Q ? x>0} and R + ={x ? R ? x>0}. Z + is different from Q + and R + in the following property .

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LP Formulation Set 2

LP Formulation Set 2. Problem (From Hillier and Hillier) . Strawberry shake production Several ingredients can be used in this product . Ingredient calories from fat Total calories Vitamin Thickener Cost

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Verilog Tutorial

Verilog Tutorial . Abdul-Rahman Elshafei COE-561. Introduction. Purpose of HDL: Describe the circuit in algorithmic level (like c) and in gate-level (e.g. And gate) Simulation Synthesis Words are better than pictures. If both inputs are 1, change both outputs.

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Recursive Definitions

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CALCIUM IMAGING

CALCIUM IMAGING. Beata M. Wolska, Ph.D. Department of Medicine, Section of Cardiology & Department of Physiology & Biophysics University of Illinois at Chicago October 16, 2001. INTRODUCTION. Ca 2+ is a universal second messenger

2.74k views • 23 slides

Warm-Up

Warm-Up. Write the standard equation of the circle with the given radius and center. 1) 9; (0,0). 2) 1; (0,5). 3) 4; (-8,-1). 4) 5; (4,2). 10.4 Ellipses. What are the major parts of an ellipse? What are the standard forms of an ellipse equation?

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CHAOS

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EM and RANSAC

EM and RANSAC. EM (Expectation Maximization) . Brief tutorial by example: EM well known statistical technique for estimation of models from data Set up: Given set of datapoints which were generated by multiple models estimate the parameters of the models and assignment of the

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Voltage Translation Clamps

Voltage Translation Clamps. Standard Logic. ASIA MARKETING DEVELOPMENT Samuel Lin s-lin9@ti.com. 2012/Q1. Advantage With Voltage Clamp. High Speed Translation Direction Control Unnecessary Low Ron for less distortion With 5V Supply, it can level shift 1V to 5V range on the Input/Outputs

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10.5 Hyperbolas

10.5 Hyperbolas. What you should learn:. Goal. 1. Graph and write equations of Hyperbolas. Goal. 2. Identify the Vertices and Foci of the hyperbola. Identify the Foci and Asymptotes. Goal. 3. 10.5 Hyperbolas. Hyperbolas.

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Microsoft Excel

267 views • 12 slides

Halfadder

Halfadder. a. =1. s. &. c out. b. Fulladder. Halfadder. generate. HA. a. ?1. c out. b. propagate. generate. HA. propagate. s. c in. Ripple Carry Adder. b i-1. a i-1. c i-1. b 1. a 1. b 0. a 0. 0. FA. FA. FA. c i. s i-1. c 2. s 1. c 1. s 0.

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Vectors

Vectors. Two Operations. Many familiar sets have two operations. Sets: Z , R , 2 ? 2 real matrices M 2 ( R ) Addition and multiplication All are groups under addition. 0 is a problem for multiplication. Without 0 the sets are groups Multiplication is not commutative for M 2 ( R ).

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Lecture 21

Lecture 21. Probability density function of jointly normal random variables. Single variable. X~N(?, ? 2 ). Last time. X , Y are independent standard normal. U = aX+bY V = cX+dY Want to find the distribution of (U,V). Notation for multivariable. Mean vector. Covariance matrix.

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The triangles below are similar. Find the ratio (larger to smaller) of their perimeters and of their areas.

5 4. From larger to smaller, the similarity ratio is . By the Perimeters and Areas of Similar Figures Theorem, the ratio of the perimeters is also , and the ratio of the areas is , or . 5 4. 25 16. 5 2 4 2. Perimeters and Areas of Similar Figures. LESSON 10-4.

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