'Right end' diaporamas de présentation

Ch 9. Rotational Dynamics

Ch 9. Rotational Dynamics. The Action of Forces and Torques on Rigid Objects. (b) Combined translation and rotation. (a) Translation. DEFINITION OF TORQUE.

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Singapore Mathematical Society Association of Mathematics Educators

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Compilation: A Retrospective

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Fundamentals of Fortran 90

Fundamentals of Fortran 90. Basic Building Blocks. Identifiers. An identifier is a name that a programmer creates for items within a program including: variables, constants, and subprograms. Rules for Identifiers. The first character must be a letter.

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Chapter-7: Case Study AhsanAbdullah

Chapter-7: Case Study www.AhsanAbdullah.com. Background . Data being recorded for decades by several organization, mostly never digitized and never used for decision making. Under-utilization.

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Double-Cantilevered Bar

Double-Cantilevered Bar. Estimated time for completion : ~20 min Experience Level : Lower. F. F. MSC.Patran 2005 r2. Topics Covered. Creating nodes with Cartesian coordinate system Making curve with two points Equivalence with tolerance cube to remove excessive nodes

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Nifty assignments: Brute force and backtracking

Nifty assignments: Brute force and backtracking. Steve Weiss Department of Computer Science University of North Carolina at Chapel Hill weiss@cs.unc.edu. The puzzle. Brute force problem solving. Generate candidates. Filter. Solutions. Trash. Requirements. Candidate set must be finite.

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Bottom-up parsing

Bottom-up parsing. Goal of parser : build a derivation Top-down parser : build a derivation by working from the start symbol towards the input. Builds parse tree from root to leaves Builds leftmost derivation

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Abdominal Cavity II

Abdominal Cavity II. Spleen . a. hilum b. diaphragmatic surface: upper, posterior c. visceral surface: = gastric, renal, & colic faces . Stomach . a. lesser curvature - upper, right, inside border b. greater curvature - left, inferior, outer border c. regions:

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CS201: Data Structures and Discrete Mathematics I

CS201: Data Structures and Discrete Mathematics I. Mathematical Induction. Outline. Proof techniques Inductive proofs and examples. Proof Techniques. There are a number of techniques to prove or to disprove an conjecture. Disproof by counterexample Exhaustive proof Direct proof

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Minimum-Cost Spanning Tree

Minimum-Cost Spanning Tree. weighted connected undirected graph spanning tree cost of spanning tree is sum of edge costs find spanning tree that has minimum cost. 8. 10. 14. 1. 3. 5. 7. 3. 7. 12. 6. 4. 2. 2. 4. 6. 8. 9. Example. Network has 10 edges.

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Quicksort

Quicksort. Quicksort I. To sort a[left...right] : 1. if left < right: 1.1. Partition a[left...right] such that: all a[left...p-1] are less than a[p], and all a[p+1...right] are >= a[p] 1.2. Quicksort a[left...p-1] 1.3. Quicksort a[p+1...right] 2. Terminate.

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Chapter 9

347 views • 20 slides

Quicksort

Quicksort. Quicksort I. To sort a[left...right] : 1. if left < right: 1.1. Partition a[left...right] such that: all a[left...p-1] are less than a[p], and all a[p+1...right] are >= a[p] 1.2. Quicksort a[left...p-1] 1.3. Quicksort a[p+1...right] 2. Terminate.

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Review of Quiz 4

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Resume Workshop

Resume Workshop . Alpha Chi Chapter. Introduction . Hello Dear Brothers,

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Significant Digits

Significant Digits. Uncertainty of Measurement. Three Rules. Non-zero digits are significant Zeros between two significant digits are significant Zeros at the right end of a number, after a decimal point, are significant. Number 455.6 7.98 0.6224 5.2.

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Procedure for Organic Single Crystal Growth:

752 views • 6 slides

Polynomials: End Behavior of the Graph

10. 8. y. 6. 4. x. x. 2. 0. -20. -10. 10. 20. -2. -4. -6. y. -8. -10. Polynomials: End Behavior of the Graph.

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