'Row 2' presentation slideshows

Array and Matrix Operations

Array and Matrix Operations. Dr. Marco A. Arocha INGE3016-MATLAB Sep 11, 2007, Dic 7, 2012. Array Operations. Array Addition. With 1D arrays : >> A=[1 3 5 ]; >> B=[2 4 6]; >> A+B ans = 3 7 11. With 2D arrays : >> A=[1 3 5; 2 4 6] A = 1 3 5

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LC Mock Exams 2013 - LAA

LC Mock Exams 2013 - LAA. Subject to change!!. MONDAY – 18/02. LEAVING CERTIFICATE BEGINS. 124 days to go…. Study Centre Rules. Silence until last paper collected No interaction in exam centre Equipment – have calculator/ log tables/ ruler/ pencil/ pens

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MEMORY

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The big M method

The big M method. LI Xiao-lei. The big M method. The simplex algorithm requires a starting bfs. We found a starting bfs by using the slack variables as our basic variables. If an LP has any ? or equality constraints, a starting bfs may not be readily apparent.

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SIGNewGrad: Intro to LaTeX

SIGNewGrad: Intro to LaTeX. Ben Breech breech@cis.udel.edu http://www.cis.udel.edu/~breech/signewgrad-fall07. What is LaTeX. Based on TeX hard to use (like prog. in assembly) Markup language for documents You write. LaTeX typesets LaTeX compiles your document

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The prices for different sandwiches are presented at right.

The table shows the top scores for girls in barrel racing at the 2004 National High School Rodeo finals. The data can be presented in a table or a spreadsheet as rows and columns of numbers.

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Physical Mapping of DNA

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Lesson 3.13 Applications of Arithmetic Sequences

Lesson 3.13 Applications of Arithmetic Sequences. Concept: Arithmetic Sequences. EQ: How do we use arithmetic sequences to solve real world problems? F.LE.2. Vocabulary: Arithmetic sequence, Common difference , Recursive formula , Explicit formula, Null/ Zeroth term. Think-Write-Share.

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Contents Introduction Matrix Multiplication Partitioned Matrices Powers of a Matrix

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???????????? ???? 10-2 ? n ?????

???????????? ???? 10-2 ? n ?????. ?????? ?? ?? ?????????? ????. ?????????????. ?????????? ?? ??????????? ?? ???????????? ??? ????? trial and error ? ???????????????????. n ????? n-queens ?. ????? ???? ?. n ????? n-queens ?. ????? ???? ? ? n x n ?????? n ???????

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A Big Thank You

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System of Linear Equations and Augmented Matrices

System of Linear Equations and Augmented Matrices. Dr .Hayk Melikyan Departmen of Mathematics and CS melikyan@nccu.edu. It is impractical to solve more complicated linear systems by hand. Computers and calculators now have built in routines to solve larger and more complex systems.

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Status report on RPC FEB production Status report on RPC Distribution Board Interfaces RPC-LB

RPC electronics status. Status report on RPC FEB production Status report on RPC Distribution Board Interfaces RPC-LB. Flavio Loddo I.N.F.N. Bari. Barrel FEB Production status. All the Barrel FEBs produced and tested (5500)

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Chapter 2 Section 1

Chapter 2 Section 1. Solving a System of Linear Equations (using Matrices). The Gaussian Elimination Method. Steps for the Gauss -Jordan elimination method listed on pages 64 and 63.

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Tiauna

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Obtaining Summary Statistics and Plots by Treatment Groups in EXCEL

Obtaining Summary Statistics and Plots by Treatment Groups in EXCEL. Data Format. Data are in a Block of ( n +1) rows and ( f+m ) columns where: Variable labels are in row 1 Data on n units are in rows 2: n +1 f Columns of factor levels (one column per factor)

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CALICE TPAC1.1: Power Plan

Metal 2. Metal 3. Metal 4. Metal 5. Metal 6. CALICE TPAC1.1: Power Plan. 42 pix. 84 pix. (Top Level). ? 1.1. VDD1V8pix & VSS:Gpix. ? 1.1 (new mesh). VDD1V8aco & VSS:Gaco. ? 1.1. VDD1V8dco & VSS:Gdco. ? 1.1 (attn!). VDD1V8mso & VSS:Gmso.

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4 th Period Seating Chart

4 th Period Seating Chart. Front ? Door. 8 th Period Seating Chart. Door. Taquanda Scott. Joseph West. Tracy Pratt. Christian Bryant. Devyn Harvey. Sherman Lyons. Jessica Murphy. Scott Thorpe. Kayla Smith. Brianna Nichols. Latavia Walker. Jackie Obah.

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CALICE ASIC1: Power Plan

Metal 2. Metal 3. Metal 4. Metal 5. Metal 6. CALICE ASIC1: Power Plan. 42 pix. 84 pix. (Top Level). VDD1V8pix & VSS:Gpix. VDD1V8aco & VSS:Gaco. VDD1V8dco & VSS:Gdco. VDD1V8mso & VSS:Gmso. VDD1V8sram & VSS:Gsram. vrst. Vth(+/-) & Vcasc(s). VDD1V8dig & VSS:Gdig.

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Matrix Multiplication

Matrix Multiplication. Row 1 x Column 1. A(1,1). Jeff Bivin -- LZHS. Row 1 x Column 2. A(1,2). Jeff Bivin -- LZHS. Row 1 x Column 3. A(1,3). Jeff Bivin -- LZHS. Row 2 x Column 1. A(2,1). Jeff Bivin -- LZHS. Row 2 x Column 2. A(2,2). Jeff Bivin -- LZHS. Row 2 x Column 3.

397 views • 11 slides