Online EFFECTIVE AS OF JANUARY 2013

Size: px
Start display at page:

Download "Online EFFECTIVE AS OF JANUARY 2013"

Transcription

1 2013 A and C Session Start Dates (A-B Quarter Sequence*) 2013 B and D Session Start Dates (B-A Quarter Sequence*) Quarter A&C Begins November 5, A Ends December 9, 2012 Session Break December 10, 2012-January 6, B Begins January 7, B&C Ends February 10, 2013 Quarter Session Break December 10, 2012-January 6, B&D Begins January 7, B Ends February 10, A Begins February 11, D & 1301A Ends March 17, 2013 Quarter A&C Begins February 11, A Ends March 17, 2013 Session Break March 18-24, B Begins March 25, B&C Ends April 28, 2013 Quarter Session Break March 18-24, B&D Begins March 25, B Ends April 28, A Begins April 29, D & 1302A Ends June 2, A&C Begins April 29, 2013 Session Break June 3-9, 2013 Quarter A Ends June 2, 2013 Session Break June 3-9, B Begins June 10, B&C Ends July 14, 2013 Quarter B&D Begins June 10, B Ends July 14, 2013 Quarter Break July 15-21, A Begins July 22, 2013 Quarter Break July 15-21, D & 1303A Ends August 25, 2013 Quarter A&C Begins July 22, A Ends August 25, B Begins August 26, B&C Ends September 29, 2013 Quarter Break September 30-October 6, 2013 Quarter B&D Begins August 26, B Ends September 29, 2013 Quarter Break September 30-October 6, A Begins October 7, D & 1304A Ends November 10, 2013 Quarter A&C Begins October 7, A Ends November 10, B Begins November 11, B&C Ends December 15, 2013 Winter Break December 16, 2013-January 5, 2014 Quarter B&D Begins November 11, B Ends December 15, 2013 Winter Break December 16, 2013-January 5, A Begins January 6, D & 1401A Ends February 9,

2 2014 A and C Session Start Dates (A-B Quarter Sequence*) 2014 B and D Session Start Dates (B-A Quarter Sequence*) Quarter A&C Begins January 6, A Ends February 9, B Begins February 10, B&C Ends March 16, 2014 Quarter Break March 17-23, 2014 Quarter B&D Begins February 10, B Ends March 16, 2014 Quarter Break March 17-23, A Begins March 24, D & 1402A Ends April 27, 2014 Quarter A&C Begins March 24, A Ends April 27, B Begins April 28, B&C Ends June 1, 2014 Quarter Break June 2-8, 2014 Quarter B&D Begins April 28, B Ends June 1, 2014 Quarter Break June 2-8, A Begins June 9, D & 1403A Ends July 13, 2014 Quarter A&C Begins June 9, A Ends July 13, 2014 Session Break July 14-20, B Begins July 21, B&C Ends August 24, 2014 Quarter Session Break July 14-20, B&D Begins July 21, B Ends August 24, A Begins August 25, D & 1404A Ends September 28, 2014 Quarter A&C Begins August 25, A Ends September 28, 2014 Session Break September 29-October 5, B Begins October 6, B&C Ends November 9, 2014 Quarter Session Break September 29-October 5, B&D Begins October 6, B Ends November 9, A Begins November 10, D & 1405A Ends December 14, 2014 Quarter A&C Begins November 10, A Ends December 14, 2014 Winter Break December 15, 2014-January 4, B Begins January 5, B&C Ends February 8, 2015 Quarter Winter Break December 15, 2014-January 4, B&D Begins January 5, B Ends February 8, A Begins February 9, D & 1501A Ends March 15,

3 2015 A and C Session Start Dates (A-B Quarter Sequence*) 2015 B and D Session Start Dates (B-A Quarter Sequence*) Quarter A&C Begins February 9, A Ends March 15, 2015 Session Break March 16-22, B Begins March 23, B&C Ends April 26, 2015 Quarter Session Break March 16-22, B&D Begins March 23, B Ends April 26, A Begins April 27, D & 1502A Ends May 31, A&C Begins April 27, 2015 Session Break June 1-7, 2015 Quarter A Ends May 31, 2015 Session Break June 1-7, B Begins June 8, B&C Ends July 12, 2015 Quarter B&D Begins June 8, B Ends July 12, 2015 Quarter Break July 13-19, A Begins July 20, 2015 Quarter Break July 13-19, D & 1503A Ends August 23, 2015 Quarter A&C Begins July 20, A Ends August 23, B Begins August 24, B&C Ends September 27, 2015 Quarter Break September 28 - October 4, 2015 Quarter B&D Begins August 24, B Ends September 27, 2015 Quarter Break September 28-October 4, A Begins October 5, D & 1504A Ends November 8, 2015 Quarter A&C Begins October 5, A Ends November 8, B Begins November 9, B Begins December 13, 2015 Winter Break December 14, 2015-January 3, 2016 Quarter B&D Begins November 9, B Ends December 13, 2015 Winter Break December 14, 2015-January 3, A Begins January 4, D & 1601A February 7,

4 2016 A and C Session Start Dates (A-B Quarter Sequence*) 2016 B and D Session Start Dates (B-A Quarter Sequence*) Quarter A&C Begins January 4, A Ends February 7, B Begins February 8, B&C Ends March 13, 2016 Quarter Break March 14-20, 2016 Quarter B&D Begins February 8, B Ends March 13, 2016 Quarter Break March 14-20, A Begins March 21, D & 1602A Ends April 24, 2016 Quarter A&C Begins March 21, A Ends April 24, B Begins April 25, B&C Ends May 29, 2016 Quarter Break May 30-June 5, 2016 Quarter D & 1202A Ends April 25, B Ends May 29, 2016 Quarter Break May 30-June 5, A Begins June 6, D & 1603A Ends July 10, 2016 Quarter A&C Begins June 6, A Ends July 10, 2016 Session Break July 11-17, B Begins July 18, B&C Ends August 21, 2016 Quarter Session Break July 11-17, B&D Begins July 18, B Ends August 21, A Begins August 22, D & 1604A Ends September 25, 2016 Quarter A&C Begins August 22, A Ends September 25, 2016 Session Break September 26-October 2, B Begins October 3, B&C Ends November 6, 2016 Quarter Session Break September 26-October 2, B&D Begins October 3, B Ends November 6, A Begins November 7, D & 1605A Ends December 11, 2016 Quarter A&C Begins November 7, A Ends December 11, 2016 Winter Break December 12, 2016-January 1, B Begins January 2, B&C Ends February 5, 2017 Quarter Session Break December 12, January 1, B&D Begins January 2, B Ends February 5, A Begins February 6, D & 1701A Ends March 12,

5 2017 A and C Session Start Dates (A-B Quarter Sequence*) 2017 B and D Session Start Dates (B-A Quarter Sequence*) Quarter A&C Begins February 6, A Ends March 12, 2017 Session Break March 13-19, B Begins March 20, B&C Ends April 23, 2017 Quarter Session Break March 13-19, B&D Begins March 20, B Ends April 23, A Begins April 24, D & 1702A Ends May 28, A&C Begins April 24, 2017 Session Break May 29-June 4, 2017 Quarter A Ends May 28, 2017 Session Break May 29-June 4, B Begins June 5, B&C Ends July 9, 2017 Quarter B&D Begins June 5, B Ends July 9, 2017 Quarter Break July 10-16, A Begins July 17, 2017 Quarter Break July 10-16, D & 1703A Ends August 20, 2017 Quarter A&C Begins July 17, A Ends August 20, B Begins August 21, B&C Ends September 24, 2017 Quarter Break September 25-October 1, 2017 Quarter B&D Begins August 21, B Ends September 24, 2017 Quarter Break September 25-October 1, A Begins October 2, D & 1704A Ends November 5, 2017 Quarter A&C Begins October 2, A Ends November 5, B Begins November 6, B Begins December 10, 2017 Winter Break December 11, 2017-January 7, 2018 Quarter B&D Begins November 6, B Ends December 10, 2017 Winter Break December 11-January 7, A Begins January 8, D & 1801A Ends February 11,

6 2018 A and C Session Start Dates (A-B Quarter Sequence*) 2018 B and D Session Start Dates (B-A Quarter Sequence*) Quarter A&C Begins January 8, A Ends February 11, B Begins February 12, B&C Ends March 18, 2018 Quarter Break March 19-25, 2018 Quarter B&D Begins February 12, B Ends March 18, 2018 Quarter Break March 19-25, A Begins March 26, D & 1802A Ends April 29, 2018 Quarter A&C Begins March 26, A Ends April 29, B Begins April 30, B&C Ends June 3, 2018 Quarter Break June 4-10, 2018 Quarter D & 1202A Ends April 30, B Ends June 3, 2018 Quarter Break June 4-10, A Begins June 11, D & 1803A Ends July 15, 2018 Quarter A&C Begins June 11, A Ends July 15, 2018 Session Break July 16-22, B Begins July 23, B&C Ends August 26, 2018 Quarter Session Break July 16-22, B&D Begins July 23, B Ends August 26, A Begins August 27, D & 1804A Ends September 30, 2018 Quarter A&C Begins August 27, A Ends September 30, 2018 Session Break October 1-7, B Begins October 8, B&C Ends November 11, 2018 Quarter Session Break October 1-7, B&D Begins October 8, B Ends November 11, A Begins November 12, D & 1805A Ends December 16, 2018 Quarter A&C Begins November 12, A Ends December 16, 2018 Winter Break December 17, 2018-January 6, B Begins January 7, B&C Ends February 10, 2019 Quarter Session Break December 17, January 6, B&D Begins January 7, B Ends February 10, A Begins February 11, D & 1901A Ends March 17,

7 2019 A and C Session Start Dates (A-B Quarter Sequence*) 2019 B and D Session Start Dates (B-A Quarter Sequence*) Quarter A&C Begins February 11, A Ends March 17, 2019 Session Break March 18-24, B Begins March 25, B&C Ends April 28, 2019 Quarter Session Break March 18-24, B&D Begins March 25, B Ends April 28, A Begins April 29, D & 1902A Ends June 2, A&C Begins April 29, 2019 Session Break June 3-9, 2019 Quarter A Ends June 2, 2019 Session Break June 3-9, B Begins June 10, B&C Ends July 14, 2019 Quarter B&D Begins June 10, B Ends July 14, 2019 Quarter Break July 15-21, A Begins July 22, 2019 Quarter Break July 15-21, D & 1903A Ends August 25, 2019 Quarter A&C Begins July 22, A Ends August 25, B Begins August 26, B&C Ends September 29, 2019 Quarter Break September 30-October 6, 2019 Quarter B&D Begins August 26, B Ends September 29, 2019 Quarter Break September 30-October 6, A Begins October 7, D & 1904A Ends November 10, 2019 Quarter A&C Begins October 7, A Ends November 10, B Begins November 11, B Begins December 15, 2019 Winter Break December 16, 2019-January 5, 2020 Quarter B&D Begins November 11, B Ends December 15, 2019 Winter Break December 16-January 5, A Begins January 6, D & 2001A February 9,

Operations with Algebraic Expressions: Multiplication of Polynomials

Operations with Algebraic Expressions: Multiplication of Polynomials Operations with Algebraic Expressions: Multiplication of Polynomials The product of a monomial x monomial To multiply a monomial times a monomial, multiply the coefficients and add the on powers with the

More information

Electricity Supply (General) Amendment (Large Customers) Regulation 2005

Electricity Supply (General) Amendment (Large Customers) Regulation 2005 New South Wales Electricity Supply (General) Amendment (Large Customers) Regulation 2005 under the Electricity Supply Act 1995 His Excellency the Lieutenant-Governor, with the advice of the Executive Council,

More information

Topic: Special Products and Factors Subtopic: Rules on finding factors of polynomials

Topic: Special Products and Factors Subtopic: Rules on finding factors of polynomials Quarter I: Special Products and Factors and Quadratic Equations Topic: Special Products and Factors Subtopic: Rules on finding factors of polynomials Time Frame: 20 days Time Frame: 3 days Content Standard:

More information

1.4. Removing Brackets. Introduction. Prerequisites. Learning Outcomes. Learning Style

1.4. Removing Brackets. Introduction. Prerequisites. Learning Outcomes. Learning Style Removing Brackets 1. Introduction In order to simplify an expression which contains brackets it is often necessary to rewrite the expression in an equivalent form but without any brackets. This process

More information

Visa Smart Debit/Credit Certificate Authority Public Keys

Visa Smart Debit/Credit Certificate Authority Public Keys CHIP AND NEW TECHNOLOGIES Visa Smart Debit/Credit Certificate Authority Public Keys Overview The EMV standard calls for the use of Public Key technology for offline authentication, for aspects of online

More information

Applications of Fermat s Little Theorem and Congruences

Applications of Fermat s Little Theorem and Congruences Applications of Fermat s Little Theorem and Congruences Definition: Let m be a positive integer. Then integers a and b are congruent modulo m, denoted by a b mod m, if m (a b). Example: 3 1 mod 2, 6 4

More information

Employee; employee and spouse; employee and dependent children; and employee, spouse and dependent plans are available.

Employee; employee and spouse; employee and dependent children; and employee, spouse and dependent plans are available. Medical BridgeBSMB 3000 Colonial s Medical BridgeBSMB 3000 insurance provides benefits to your employees to help pay for deductible and coinsurance costs, as well as everyday living expenses. And we pay

More information

US Code (Unofficial compilation from the Legal Information Institute)

US Code (Unofficial compilation from the Legal Information Institute) US Code (Unofficial compilation from the Legal Information Institute) TITLE 26 - INTERNAL REVENUE CODE Subtitle D - Miscellaneous Excise Taxes CHAPTER 43 QUALIFIED PENSION, ETC., PLANS Please Note: This

More information

RULE 1: Additive Identity Property

RULE 1: Additive Identity Property RULE 1: Additive Identity Property Additive Identity Property a + 0 = a x + 0 = x If we add 0 to any number, we will end up with the same number. Zero is represented through the the green vortex. When

More information

Training Manual. Shuffle Master Gaming Three Card Poker Training Manual R20020325

Training Manual. Shuffle Master Gaming Three Card Poker Training Manual R20020325 Training Manual 2001 Shuffle Master, Inc. First Printing All Rights Reserved Printed in the United States of America No part of this publication may be reproduced or distributed in any form or by any means,

More information

Finding the Measure of Segments Examples

Finding the Measure of Segments Examples Finding the Measure of Segments Examples 1. In geometry, the distance between two points is used to define the measure of a segment. Segments can be defined by using the idea of betweenness. In the figure

More information

1. Find the length of BC in the following triangles. It will help to first find the length of the segment marked X.

1. Find the length of BC in the following triangles. It will help to first find the length of the segment marked X. 1 Find the length of BC in the following triangles It will help to first find the length of the segment marked X a: b: Given: the diagonals of parallelogram ABCD meet at point O The altitude OE divides

More information

1.4. Arithmetic of Algebraic Fractions. Introduction. Prerequisites. Learning Outcomes

1.4. Arithmetic of Algebraic Fractions. Introduction. Prerequisites. Learning Outcomes Arithmetic of Algebraic Fractions 1.4 Introduction Just as one whole number divided by another is called a numerical fraction, so one algebraic expression divided by another is known as an algebraic fraction.

More information

COMMERCIAL AIRLINE FACT SHEET

COMMERCIAL AIRLINE FACT SHEET COMMERCIAL AIRLINE FACT SHEET PASSENGER 100% Process LIFEJACKETS Black ame: SURVITECpos_PMS.eps Colourway: 100% Pantone PMS 158c RFD 102 Mk 2BA (00002136) Demo model (40982001) RFD 102 Mk 3 (00002256)

More information

1) A 2) B 3) C 4) D 5) A & B 6) C & D

1) A 2) B 3) C 4) D 5) A & B 6) C & D LEVEL 1, PROBLEM 1 How many rectangles are there in the figure below? 9 A B C D If we divide the rectangle, into 4 regions A, B, C, D, the 9 rectangles are as follows: 1) A 2) B 3) C 4) D 5) A & B 6) C

More information

MATH 102 College Algebra

MATH 102 College Algebra FACTORING Factoring polnomials ls is simpl the reverse process of the special product formulas. Thus, the reverse process of special product formulas will be used to factor polnomials. To factor polnomials

More information

FE20 04 (CFACSB7) Deal with Customers Using Bespoke Software

FE20 04 (CFACSB7) Deal with Customers Using Bespoke Software This Unit has the following Elements: B7.1 Prepare to deliver customer service using bespoke software. B7.2 Deliver customer service using bespoke software. Unit Summary This Unit is part of the Customer

More information

CM2202: Scientific Computing and Multimedia Applications General Maths: 2. Algebra - Factorisation

CM2202: Scientific Computing and Multimedia Applications General Maths: 2. Algebra - Factorisation CM2202: Scientific Computing and Multimedia Applications General Maths: 2. Algebra - Factorisation Prof. David Marshall School of Computer Science & Informatics Factorisation Factorisation is a way of

More information

PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-71. Applications. F = mc + b.

PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-71. Applications. F = mc + b. PRIMARY CONTENT MODULE Algebra I -Linear Equations & Inequalities T-71 Applications The formula y = mx + b sometimes appears with different symbols. For example, instead of x, we could use the letter C.

More information

A New Decade of Advancing Oral Health in Kansas Work Plan June 10, 2013

A New Decade of Advancing Oral Health in Kansas Work Plan June 10, 2013 A New Decade of Advancing Oral Health in Kansas Work Plan June 10, 2013 GOAL 1: PROJECT STEERING COMMITTEE Set up a project steering committee to oversee the project objectives related to improving the

More information

Section 8.8. 1. The given line has equations. x = 3 + t(13 3) = 3 + 10t, y = 2 + t(3 + 2) = 2 + 5t, z = 7 + t( 8 7) = 7 15t.

Section 8.8. 1. The given line has equations. x = 3 + t(13 3) = 3 + 10t, y = 2 + t(3 + 2) = 2 + 5t, z = 7 + t( 8 7) = 7 15t. . The given line has equations Section 8.8 x + t( ) + 0t, y + t( + ) + t, z 7 + t( 8 7) 7 t. The line meets the plane y 0 in the point (x, 0, z), where 0 + t, or t /. The corresponding values for x and

More information

How to bet using different NairaBet Bet Combinations (Combo)

How to bet using different NairaBet Bet Combinations (Combo) How to bet using different NairaBet Bet Combinations (Combo) SINGLES Singles consists of single bets. I.e. it will contain just a single selection of any sport. The bet slip of a singles will look like

More information

The Handshake Problem

The Handshake Problem The Handshake Problem Tamisha is in a Geometry class with 5 students. On the first day of class her teacher asks everyone to shake hands and introduce themselves to each other. Tamisha wants to know how

More information

4. Binomial Expansions

4. Binomial Expansions 4. Binomial Expansions 4.. Pascal's Triangle The expansion of (a + x) 2 is (a + x) 2 = a 2 + 2ax + x 2 Hence, (a + x) 3 = (a + x)(a + x) 2 = (a + x)(a 2 + 2ax + x 2 ) = a 3 + ( + 2)a 2 x + (2 + )ax 2 +

More information

Calculation of Valu-Trac Statuses

Calculation of Valu-Trac Statuses Calculation of Intrinsic Value Yield Latest Cash Earnings (Net Income + Depreciation and Amortization) (put aside) Dividend (subtract) Provision for Depreciation (Net Assets x Inflation Rate) (subtract)

More information

Factoring Polynomials

Factoring Polynomials Factoring Polynomials Factoring Factoring is the process of writing a polynomial as the product of two or more polynomials. The factors of 6x 2 x 2 are 2x + 1 and 3x 2. In this section, we will be factoring

More information

Using the ac Method to Factor

Using the ac Method to Factor 4.6 Using the ac Method to Factor 4.6 OBJECTIVES 1. Use the ac test to determine factorability 2. Use the results of the ac test 3. Completely factor a trinomial In Sections 4.2 and 4.3 we used the trial-and-error

More information

2 : two cube. 5 : five cube. 10 : ten cube.

2 : two cube. 5 : five cube. 10 : ten cube. Math 105 TOPICS IN MATHEMATICS REVIEW OF LECTURES VI Instructor: Line #: 52920 Yasuyuki Kachi 6 Cubes February 2 Mon, 2015 We can similarly define the notion of cubes/cubing Like we did last time, 3 2

More information

SERVER CERTIFICATES OF THE VETUMA SERVICE

SERVER CERTIFICATES OF THE VETUMA SERVICE Page 1 Version: 3.4, 19.12.2014 SERVER CERTIFICATES OF THE VETUMA SERVICE 1 (18) Page 2 Version: 3.4, 19.12.2014 Table of Contents 1. Introduction... 3 2. Test Environment... 3 2.1 Vetuma test environment...

More information

INTRODUCTION TO EXCEL

INTRODUCTION TO EXCEL INTRODUCTION TO EXCEL 1 INTRODUCTION Anyone who has used a computer for more than just playing games will be aware of spreadsheets A spreadsheet is a versatile computer program (package) that enables you

More information

MB2-707: Version: Microsoft Dynamics CRM Customization. and Configuration. Demo

MB2-707: Version: Microsoft Dynamics CRM Customization. and Configuration. Demo MB2-707: Version: Microsoft Dynamics CRM Customization and Configuration Demo 1. You are a Microsoft Dynamics CRM consultant. You are assigned a new implementation. Before you configure the customer's

More information

a 11 x 1 + a 12 x 2 + + a 1n x n = b 1 a 21 x 1 + a 22 x 2 + + a 2n x n = b 2.

a 11 x 1 + a 12 x 2 + + a 1n x n = b 1 a 21 x 1 + a 22 x 2 + + a 2n x n = b 2. Chapter 1 LINEAR EQUATIONS 1.1 Introduction to linear equations A linear equation in n unknowns x 1, x,, x n is an equation of the form a 1 x 1 + a x + + a n x n = b, where a 1, a,..., a n, b are given

More information

Pattern Co. Monkey Trouble Wall Quilt. Size: 48" x 58"

Pattern Co. Monkey Trouble Wall Quilt. Size: 48 x 58 .............................................................................................................................................. Pattern Co..........................................................................................

More information

Permutations, Parity, and Puzzles

Permutations, Parity, and Puzzles ,, and Jeremy Rouse 21 Oct 2010 Math 165: Freshman-only Math Seminar J. Rouse,, and 1/15 Magic trick I m going to start with a magic trick. J. Rouse,, and 2/15 Definition Definition If S is a finite set,

More information

TIgeometry.com. Geometry. Angle Bisectors in a Triangle

TIgeometry.com. Geometry. Angle Bisectors in a Triangle Angle Bisectors in a Triangle ID: 8892 Time required 40 minutes Topic: Triangles and Their Centers Use inductive reasoning to postulate a relationship between an angle bisector and the arms of the angle.

More information

Boolean Algebra Part 1

Boolean Algebra Part 1 Boolean Algebra Part 1 Page 1 Boolean Algebra Objectives Understand Basic Boolean Algebra Relate Boolean Algebra to Logic Networks Prove Laws using Truth Tables Understand and Use First Basic Theorems

More information

Factoring Guidelines. Greatest Common Factor Two Terms Three Terms Four Terms. 2008 Shirley Radai

Factoring Guidelines. Greatest Common Factor Two Terms Three Terms Four Terms. 2008 Shirley Radai Factoring Guidelines Greatest Common Factor Two Terms Three Terms Four Terms 008 Shirley Radai Greatest Common Factor 008 Shirley Radai Factoring by Finding the Greatest Common Factor Always check for

More information

CROSS REFERENCE. Cross Reference Index 110-122. Cast ID Number 110-111 Connector ID Number 111 Engine ID Number 112-122. 2015 Ford Motor Company 109

CROSS REFERENCE. Cross Reference Index 110-122. Cast ID Number 110-111 Connector ID Number 111 Engine ID Number 112-122. 2015 Ford Motor Company 109 CROSS REFERENCE Cross Reference Index 110-122 Cast ID Number 110-111 Connector ID Number 111 112-122 2015 Ford Motor Company 109 CROSS REFERENCE Cast ID Number Cast ID Ford Service # MC Part # Part Type

More information

Algebra (Expansion and Factorisation)

Algebra (Expansion and Factorisation) Chapter10 Algebra (Expansion and Factorisation) Contents: A B C D E F The distributive law Siplifying algebraic expressions Brackets with negative coefficients The product (a + b)(c + d) Geoetric applications

More information

To Evaluate an Algebraic Expression

To Evaluate an Algebraic Expression 1.5 Evaluating Algebraic Expressions 1.5 OBJECTIVES 1. Evaluate algebraic expressions given any signed number value for the variables 2. Use a calculator to evaluate algebraic expressions 3. Find the sum

More information

A DIVISION OF THE MENO. Meno proposes a question: whether virtue can be taught. Three conversations or discussions following question

A DIVISION OF THE MENO. Meno proposes a question: whether virtue can be taught. Three conversations or discussions following question A DIVISION OF THE MENO 70A 70B-100B Meno proposes a question: whether virtue can be taught Three conversations or discussions following question 70B-80D Conversation on a question before Meno's: what is

More information

Geneva CUSD 304 Content-Area Curriculum Frameworks Grades 9-12 Graphic Design

Geneva CUSD 304 Content-Area Curriculum Frameworks Grades 9-12 Graphic Design Geneva CUSD 304 Content-Area Curriculum Frameworks Grades 9-12 Graphic Design Mission Statement The arts are basic to a balanced and complete education for all students. The arts help students learn to

More information

Montgomery GI Bill Selected Reserve (MGIB-SR) Command/Servicing Personnel Office Review

Montgomery GI Bill Selected Reserve (MGIB-SR) Command/Servicing Personnel Office Review Overview Montgomery GI Bill Selected Reserve (MGIB-SR) Command/Servicing Personnel Office Review Introduction This transaction is used to record a Reserve member s Montgomery GI Bill-SR (MGIB-SR) eligibility

More information

Copy in your notebook: Add an example of each term with the symbols used in algebra 2 if there are any.

Copy in your notebook: Add an example of each term with the symbols used in algebra 2 if there are any. Algebra 2 - Chapter Prerequisites Vocabulary Copy in your notebook: Add an example of each term with the symbols used in algebra 2 if there are any. P1 p. 1 1. counting(natural) numbers - {1,2,3,4,...}

More information

UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS General Certificate of Education Ordinary Level

UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS General Certificate of Education Ordinary Level UNIVERSITY OF CAMBRIDGE INTERNATIONAL EXAMINATIONS General Certificate of Education Ordinary Level *4274470357* MATHEMATICS (SYLLABUS D) 4024/11 Paper 1 October/November 2012 2 hours Candidates answer

More information

Unit 3 Boolean Algebra (Continued)

Unit 3 Boolean Algebra (Continued) Unit 3 Boolean Algebra (Continued) 1. Exclusive-OR Operation 2. Consensus Theorem Department of Communication Engineering, NCTU 1 3.1 Multiplying Out and Factoring Expressions Department of Communication

More information

"HIGHER EDUCATION VALUES AND OPINIONS SURVEY" ADVANCED PLACEMENT TEACHERS and GUIDANCE COUNSELORS May-June 1994

HIGHER EDUCATION VALUES AND OPINIONS SURVEY ADVANCED PLACEMENT TEACHERS and GUIDANCE COUNSELORS May-June 1994 "HIGHER EDUCATION VALUES AND OPINIONS SURVEY" ADVANCED PLACEMENT TEACHERS and GUIDANCE COUNSELORS May-June 1994 VARIABLE SURVEY ANSWER NAME QUESTION CATEGORIES Facsimile the original mail questionnaire

More information

Actionable Intelligence for Disrupting Criminal Networks

Actionable Intelligence for Disrupting Criminal Networks Actionable Intelligence for Disrupting Criminal Networks Timothy C. Haas University of Wisconsin-Milwaukee, United States February 24, 2014 Actionable Intelligence for Disrupting Criminal Networks 1 /

More information

Factoring - Factoring Special Products

Factoring - Factoring Special Products 6.5 Factoring - Factoring Special Products Objective: Identify and factor special products including a difference of squares, perfect squares, and sum and difference of cubes. When factoring there are

More information

BALANCED THREE-PHASE CIRCUITS

BALANCED THREE-PHASE CIRCUITS BALANCED THREE-PHASE CIRCUITS The voltages in the three-phase power system are produced by a synchronous generator (Chapter 6). In a balanced system, each of the three instantaneous voltages have equal

More information

Frandsen Publishing Presents Favorite ALL-Ways TM Newsletter Articles. Hedging Your Bets

Frandsen Publishing Presents Favorite ALL-Ways TM Newsletter Articles. Hedging Your Bets Frandsen Publishing Presents Favorite ALL-Ways TM Newsletter Articles Hedging Your Bets The concept of "hedging your bets" is certainly one of the oldest betting strategies in horse racing. When used properly,

More information

The Competence of Finnish Nurse Educators

The Competence of Finnish Nurse Educators The Competence of Finnish Nurse Educators Leena Salminen PhD, Senior Lecturer University of Turku Department of Nursing Science FINE conference, 3.-5.10.2012, Cardiff Turku TURKU THE AIM was to assess

More information

COMMUTATIVE RINGS. Definition: A domain is a commutative ring R that satisfies the cancellation law for multiplication:

COMMUTATIVE RINGS. Definition: A domain is a commutative ring R that satisfies the cancellation law for multiplication: COMMUTATIVE RINGS Definition: A commutative ring R is a set with two operations, addition and multiplication, such that: (i) R is an abelian group under addition; (ii) ab = ba for all a, b R (commutative

More information

Geometry 1. Unit 3: Perpendicular and Parallel Lines

Geometry 1. Unit 3: Perpendicular and Parallel Lines Geometry 1 Unit 3: Perpendicular and Parallel Lines Geometry 1 Unit 3 3.1 Lines and Angles Lines and Angles Parallel Lines Parallel lines are lines that are coplanar and do not intersect. Some examples

More information

CH3 Boolean Algebra (cont d)

CH3 Boolean Algebra (cont d) CH3 Boolean Algebra (cont d) Lecturer: 吳 安 宇 Date:2005/10/7 ACCESS IC LAB v Today, you ll know: Introduction 1. Guidelines for multiplying out/factoring expressions 2. Exclusive-OR and Equivalence operations

More information

GED Practice Test #3 (34 Questions - each question is worth 2.94 points)

GED Practice Test #3 (34 Questions - each question is worth 2.94 points) GED Practice Test #3 (34 Questions - each question is worth 2.94 points) 1) Pickins community will be constructing fourteen identical rectangle gardens below. How many feet of fencing will they need? 1)

More information

Algebraic Properties and Proofs

Algebraic Properties and Proofs Algebraic Properties and Proofs Name You have solved algebraic equations for a couple years now, but now it is time to justify the steps you have practiced and now take without thinking and acting without

More information

Chapter 8 Integers 8.1 Addition and Subtraction

Chapter 8 Integers 8.1 Addition and Subtraction Chapter 8 Integers 8.1 Addition and Subtraction Negative numbers Negative numbers are helpful in: Describing temperature below zero Elevation below sea level Losses in the stock market Overdrawn checking

More information

Most popular response to

Most popular response to Class #33 Most popular response to What did the students want to prove? The angle bisectors of a square meet at a point. A square is a convex quadrilateral in which all sides are congruent and all angles

More information

Boolean Algebra (cont d) UNIT 3 BOOLEAN ALGEBRA (CONT D) Guidelines for Multiplying Out and Factoring. Objectives. Iris Hui-Ru Jiang Spring 2010

Boolean Algebra (cont d) UNIT 3 BOOLEAN ALGEBRA (CONT D) Guidelines for Multiplying Out and Factoring. Objectives. Iris Hui-Ru Jiang Spring 2010 Boolean Algebra (cont d) 2 Contents Multiplying out and factoring expressions Exclusive-OR and Exclusive-NOR operations The consensus theorem Summary of algebraic simplification Proving validity of an

More information

AT&T VOICE OVER IP CONNECT SERVICE

AT&T VOICE OVER IP CONNECT SERVICE AT&T Voice Over IP Connect Service Page 1 of 12 AT&T VOICE OVER IP CONNECT SERVICE This Attachment describes the various component service elements that comprise the Wholesale AT&T Voice Over IP Connect

More information

Name Date Class. Lines and Segments That Intersect Circles. AB and CD are chords. Tangent Circles. Theorem Hypothesis Conclusion

Name Date Class. Lines and Segments That Intersect Circles. AB and CD are chords. Tangent Circles. Theorem Hypothesis Conclusion Section. Lines That Intersect Circles Lines and Segments That Intersect Circles A chord is a segment whose endpoints lie on a circle. A secant is a line that intersects a circle at two points. A tangent

More information

6.045: Automata, Computability, and Complexity Or, Great Ideas in Theoretical Computer Science Spring, 2010. Class 4 Nancy Lynch

6.045: Automata, Computability, and Complexity Or, Great Ideas in Theoretical Computer Science Spring, 2010. Class 4 Nancy Lynch 6.045: Automata, Computability, and Complexity Or, Great Ideas in Theoretical Computer Science Spring, 2010 Class 4 Nancy Lynch Today Two more models of computation: Nondeterministic Finite Automata (NFAs)

More information

PROBLEM 2.9. sin 75 sin 65. R = 665 lb. sin 75 sin 40

PROBLEM 2.9. sin 75 sin 65. R = 665 lb. sin 75 sin 40 POBLEM 2.9 A telephone cable is clamped at A to the pole AB. Knowing that the tension in the right-hand portion of the cable is T 2 1000 lb, determine b trigonometr (a) the required tension T 1 in the

More information

a.) Write the line 2x - 4y = 9 into slope intercept form b.) Find the slope of the line parallel to part a

a.) Write the line 2x - 4y = 9 into slope intercept form b.) Find the slope of the line parallel to part a Bellwork a.) Write the line 2x - 4y = 9 into slope intercept form b.) Find the slope of the line parallel to part a c.) Find the slope of the line perpendicular to part b or a May 8 7:30 AM 1 Day 1 I.

More information

DHL EXPRESS CANADA E-BILL STANDARD SPECIFICATIONS

DHL EXPRESS CANADA E-BILL STANDARD SPECIFICATIONS DHL EXPRESS CANADA E-BILL STANDARD SPECIFICATIONS 1 E-Bill Standard Layout A B C D E F G Field/ DHL Account Number Billing Customer Name Billing Customer Address Billing Customer City Billing Customer

More information

Maths Practice Exercises 13+

Maths Practice Exercises 13+ 1 2 3 10 8 6 4 2 6 4 2 0 2 4 6 8 10 2 4 6 4 5 6 4 3 2 1 0 1 2 3 4 7 8 8 9. In quadrilateral ABCD, angle BAD = 90, AB = AD = 5 cm and BC = DC = 7 cm. (i) Make an accurate drawing of quadrilateral ABCD.

More information

www.sakshieducation.com

www.sakshieducation.com LENGTH OF THE PERPENDICULAR FROM A POINT TO A STRAIGHT LINE AND DISTANCE BETWEEN TWO PAPALLEL LINES THEOREM The perpendicular distance from a point P(x 1, y 1 ) to the line ax + by + c 0 is ax1+ by1+ c

More information

Benchmark Databases for Testing Big-Data Analytics In Cloud Environments

Benchmark Databases for Testing Big-Data Analytics In Cloud Environments North Carolina State University Graduate Program in Operations Research Benchmark Databases for Testing Big-Data Analytics In Cloud Environments Rong Huang Rada Chirkova Yahya Fathi ICA CON 2012 April

More information

Co-ordinate Geometry THE EQUATION OF STRAIGHT LINES

Co-ordinate Geometry THE EQUATION OF STRAIGHT LINES Co-ordinate Geometry THE EQUATION OF STRAIGHT LINES This section refers to the properties of straight lines and curves using rules found by the use of cartesian co-ordinates. The Gradient of a Line. As

More information

Chapter 4.1 Parallel Lines and Planes

Chapter 4.1 Parallel Lines and Planes Chapter 4.1 Parallel Lines and Planes Expand on our definition of parallel lines Introduce the idea of parallel planes. What do we recall about parallel lines? In geometry, we have to be concerned about

More information

0242-1. HSR TRAINING COURSE REQUIREMENTS HSR Training Course Guidance Booklet 2

0242-1. HSR TRAINING COURSE REQUIREMENTS HSR Training Course Guidance Booklet 2 0242-1 HSR TRAINING COURSE REQUIREMENTS HSR Training Course Guidance Booklet 2 SafeWork SA 2 Contents Introduction... 4 Learning resources... 4 PART 1 UNDERPINNING PRINCIPLES FOR THE DEVELOPMENT OF A SAFEWORK

More information

OPTIONAL WORKSHEET FOR CALCULATING CALL REPORT APPLICABLE INCOME TAXES (Not to be submitted with your bank's Call Report) For December 31, 2009

OPTIONAL WORKSHEET FOR CALCULATING CALL REPORT APPLICABLE INCOME TAXES (Not to be submitted with your bank's Call Report) For December 31, 2009 OPTIONAL WORKSHEET FOR CALCULATING CALL REPORT APPLICABLE INCOME TAXES (Not to be submitted with your bank's Call Report) For December 31, 2009 This optional worksheet is designed to assist certain banks

More information

NAMA FILM Aleksinackih rudara 39A 11070 Beograd, Serbia Tel/Fax:+381 11 2 603 762 Mobile: +381 63 206440 princip@eunet.rs www.goranradovanovic.

NAMA FILM Aleksinackih rudara 39A 11070 Beograd, Serbia Tel/Fax:+381 11 2 603 762 Mobile: +381 63 206440 princip@eunet.rs www.goranradovanovic. SYNOPSIS T h e A m b u l a n c e i s a c o n t e m p o r a r y h i s t o r i c a l f i l m r e f l e c t i n g t h e d r a m a o f t h e p r o f o u n d s o c i a l c h a n g e s t h a t t h e S e r b

More information

MA 323 Geometric Modelling Course Notes: Day 02 Model Construction Problem

MA 323 Geometric Modelling Course Notes: Day 02 Model Construction Problem MA 323 Geometric Modelling Course Notes: Day 02 Model Construction Problem David L. Finn November 30th, 2004 In the next few days, we will introduce some of the basic problems in geometric modelling, and

More information

CS103B Handout 17 Winter 2007 February 26, 2007 Languages and Regular Expressions

CS103B Handout 17 Winter 2007 February 26, 2007 Languages and Regular Expressions CS103B Handout 17 Winter 2007 February 26, 2007 Languages and Regular Expressions Theory of Formal Languages In the English language, we distinguish between three different identities: letter, word, sentence.

More information

Notes from February 11

Notes from February 11 Notes from February 11 Math 130 Course web site: www.courses.fas.harvard.edu/5811 Two lemmas Before proving the theorem which was stated at the end of class on February 8, we begin with two lemmas. The

More information

Inversion. Chapter 7. 7.1 Constructing The Inverse of a Point: If P is inside the circle of inversion: (See Figure 7.1)

Inversion. Chapter 7. 7.1 Constructing The Inverse of a Point: If P is inside the circle of inversion: (See Figure 7.1) Chapter 7 Inversion Goal: In this chapter we define inversion, give constructions for inverses of points both inside and outside the circle of inversion, and show how inversion could be done using Geometer

More information

Karnaugh Maps & Combinational Logic Design. ECE 152A Winter 2012

Karnaugh Maps & Combinational Logic Design. ECE 152A Winter 2012 Karnaugh Maps & Combinational Logic Design ECE 52A Winter 22 Reading Assignment Brown and Vranesic 4 Optimized Implementation of Logic Functions 4. Karnaugh Map 4.2 Strategy for Minimization 4.2. Terminology

More information

HEALTH LEGISLATION (PRIVATE HEALTH INSURANCE REFORM) AMENDMENT BILL (No. 2) 1995

HEALTH LEGISLATION (PRIVATE HEALTH INSURANCE REFORM) AMENDMENT BILL (No. 2) 1995 PIRTHUR ROBINSO;;J & HEDDERWICICS 1993-94-95 THE PARLIAMENT OF THE COMMONWEALTH OF AUSTRALIA HOUSE OF REPRESENTATIVES Presented and read a first time (Human Services and Health) HEALTH LEGISLATION (PRIVATE

More information

Section 5.3. Section 5.3. u m ] l jj. = l jj u j + + l mj u m. v j = [ u 1 u j. l mj

Section 5.3. Section 5.3. u m ] l jj. = l jj u j + + l mj u m. v j = [ u 1 u j. l mj Section 5. l j v j = [ u u j u m ] l jj = l jj u j + + l mj u m. l mj Section 5. 5.. Not orthogonal, the column vectors fail to be perpendicular to each other. 5..2 his matrix is orthogonal. Check that

More information

2.1. Inductive Reasoning EXAMPLE A

2.1. Inductive Reasoning EXAMPLE A CONDENSED LESSON 2.1 Inductive Reasoning In this lesson you will Learn how inductive reasoning is used in science and mathematics Use inductive reasoning to make conjectures about sequences of numbers

More information

H. R. 3692 IN THE HOUSE OF REPRESENTATIVES A BILL

H. R. 3692 IN THE HOUSE OF REPRESENTATIVES A BILL I TH CONGRESS 1ST SESSION H. R. To amend the Safe and Drug-Free Schools and Communities Act and the Omnibus Crime Control and Safe Streets Act of 1 to authorize the use of grant funds for bullying prevention,

More information

Factoring Methods. Example 1: 2x + 2 2 * x + 2 * 1 2(x + 1)

Factoring Methods. Example 1: 2x + 2 2 * x + 2 * 1 2(x + 1) Factoring Methods When you are trying to factor a polynomial, there are three general steps you want to follow: 1. See if there is a Greatest Common Factor 2. See if you can Factor by Grouping 3. See if

More information

Attachment "A" - List of HP Inkjet Printers

Attachment A - List of HP Inkjet Printers HP Deskjet 350c Printer HP Deskjet 350cbi Printer HP Deskjet 350cbi Printer w/roller-case HP Deskjet 420 Printer HP Deskjet 420c Printer HP Deskjet 610c Printer HP Deskjet 610cl Printer HP Deskjet 612c

More information

Use of the Chi-Square Statistic. Marie Diener-West, PhD Johns Hopkins University

Use of the Chi-Square Statistic. Marie Diener-West, PhD Johns Hopkins University This work is licensed under a Creative Commons Attribution-NonCommercial-ShareAlike License. Your use of this material constitutes acceptance of that license and the conditions of use of materials on this

More information

Practical Geometry CHAPTER. 4.1 Introduction DO THIS

Practical Geometry CHAPTER. 4.1 Introduction DO THIS PRACTICAL GEOMETRY 57 Practical Geometry CHAPTER 4 4.1 Introduction You have learnt how to draw triangles in Class VII. We require three measurements (of sides and angles) to draw a unique triangle. Since

More information

MAT188H1S Lec0101 Burbulla

MAT188H1S Lec0101 Burbulla Winter 206 Linear Transformations A linear transformation T : R m R n is a function that takes vectors in R m to vectors in R n such that and T (u + v) T (u) + T (v) T (k v) k T (v), for all vectors u

More information

THIS ASSESSMENT NOTIFICATION CAN BE FOUND ON THE COLLEGE WEBSITE UNDER THE LEARNING AND TEACHING TAB

THIS ASSESSMENT NOTIFICATION CAN BE FOUND ON THE COLLEGE WEBSITE UNDER THE LEARNING AND TEACHING TAB Student Name: Teacher: Assessment Task for Stage 6: HSC Subject: General Mathematics THIS ASSESSMENT NOTIFICATION CAN BE FOUND ON THE COLLEGE WEBSITE UNDER THE LEARNING AND TEACHING TAB Assessment Task

More information

6.1 Basic Right Triangle Trigonometry

6.1 Basic Right Triangle Trigonometry 6.1 Basic Right Triangle Trigonometry MEASURING ANGLES IN RADIANS First, let s introduce the units you will be using to measure angles, radians. A radian is a unit of measurement defined as the angle at

More information

Amendment No. 1 to SB0211. Bell Signature of Sponsor. AMEND Senate Bill No. 211* House Bill No. 393

Amendment No. 1 to SB0211. Bell Signature of Sponsor. AMEND Senate Bill No. 211* House Bill No. 393 Senate Government Operations Committee 1 Amendment No. 1 to SB0211 Bell Signature of Sponsor AMEND Senate Bill No. 211* House Bill No. 393 by deleting all language after the enacting clause and substituting

More information

SERVER CERTIFICATES OF THE VETUMA SERVICE

SERVER CERTIFICATES OF THE VETUMA SERVICE Page 1 Version: 3.5, 4.11.2015 SERVER CERTIFICATES OF THE VETUMA SERVICE 1 (18) Page 2 Version: 3.5, 4.11.2015 Table of Contents 1. Introduction... 3 2. Test Environment... 3 2.1 Vetuma test environment...

More information

MODEL# SLA001-3 "SLIDE & LOCK" A-FRAME POOL LADDER

MODEL# SLA001-3 SLIDE & LOCK A-FRAME POOL LADDER MODEL# SLA001-3 "SLIDE & LOCK" A-FRAME POOL LADDER IMPORTANT INSTRUCTIONS: : Read all instructions carefully & completely to become familiar with parts, assembly, safety and proper use of this product.

More information

Baltic Way 1995. Västerås (Sweden), November 12, 1995. Problems and solutions

Baltic Way 1995. Västerås (Sweden), November 12, 1995. Problems and solutions Baltic Way 995 Västerås (Sweden), November, 995 Problems and solutions. Find all triples (x, y, z) of positive integers satisfying the system of equations { x = (y + z) x 6 = y 6 + z 6 + 3(y + z ). Solution.

More information

Training Manual. SHFL entertainment Three Card Poker Training Manual 2013.04.10

Training Manual. SHFL entertainment Three Card Poker Training Manual 2013.04.10 Training Manual SHFL entertainment Three Card Poker Training Manual 2013.04.10 2001 SHFL entertainment First Printing All Rights Reserved Printed in the United States of America No part of this publication

More information

You must have: Ruler graduated in centimetres and millimetres, protractor, compasses, pen, HB pencil, eraser, calculator. Tracing paper may be used.

You must have: Ruler graduated in centimetres and millimetres, protractor, compasses, pen, HB pencil, eraser, calculator. Tracing paper may be used. Write your name here Surname Other names Edexcel IGCSE Mathematics B Paper 1 Centre Number Candidate Number Monday 6 June 2011 Afternoon Time: 1 hour 30 minutes Paper Reference 4MB0/01 You must have: Ruler

More information

Friday 13 June 2014 Morning

Friday 13 June 2014 Morning H Friday 13 June 2014 Morning GCSE MATHEMATICS B J567/04 Paper 4 (Higher Tier) * 3 0 5 9 4 6 2 0 7 5 * Candidates answer on the Question Paper. OCR supplied materials: None Other materials required: Geometrical

More information

MATHEMATICS TEST. Paper 1 calculator not allowed LEVEL 6 TESTS ANSWER BOOKLET. First name. Middle name. Last name. Date of birth Day Month Year

MATHEMATICS TEST. Paper 1 calculator not allowed LEVEL 6 TESTS ANSWER BOOKLET. First name. Middle name. Last name. Date of birth Day Month Year LEVEL 6 TESTS ANSWER BOOKLET Ma MATHEMATICS TEST LEVEL 6 TESTS Paper 1 calculator not allowed First name Middle name Last name Date of birth Day Month Year Please circle one Boy Girl Year group School

More information

PASS4TEST 専 門 IT 認 証 試 験 問 題 集 提 供 者

PASS4TEST 専 門 IT 認 証 試 験 問 題 集 提 供 者 PASS4TEST 専 門 IT 認 証 試 験 問 題 集 提 供 者 http://www.pass4test.jp 1 年 で 無 料 進 級 することに 提 供 する Exam : 1z0-028 Title : Oracle Database Cloud Administration Vendor : Oracle Version : DEMO 1 NO.1 Which two cloud

More information

Acceptance Page 2. Revision History 3. Introduction 14. Control Categories 15. Scope 15. General Requirements 15

Acceptance Page 2. Revision History 3. Introduction 14. Control Categories 15. Scope 15. General Requirements 15 Acceptance Page 2 Revision History 3 Introduction 14 Control Categories 15 Scope 15 General Requirements 15 Control Category: 0.0 Information Security Management Program 17 Objective Name: 0.01 Information

More information