'Greek letter sigma' presentation slideshows

Chapter 11

Chapter 11 Investigating Sequences and Series Section 11-1 Arithmetic Sequences Arithmetic Sequences

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Chapter 11

Chapter 11. Investigating Sequences and Series. Section 11-1. Arithmetic Sequences. Arithmetic Sequences.

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Theory of Automata

Theory of Automata. Text and Reference Material. Introduction to Computer Theory , by Daniel I. Cohen, John Wiley and Sons, Inc., 1991, Second Edition Introduction to Languages and Theory of Computation , by J. C. Martin, McGraw Hill Book Co., 1997, Second Edition. Background.

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46-320-01 Tests and Measurements

46-320-01 Tests and Measurements. Intersession 2006. Course Highlights. Course Outline. The Course Outline is available through the Class Notes website There is a course website http://web2.uwindsor.ca/courses/psychology/hall6/index.htm The site is available through Class Notes

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Forces and Circular Motion

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Production & Operations Management Jonathan Butt Greg Cake Subir Roy July 26, 2005

Six Sigma:. Production & Operations Management Jonathan Butt Greg Cake Subir Roy July 26, 2005. What is Six Sigma?. Statistically-based process improvement methodology which aims to reduce defects to a rate of 3.4 per million opportunities.

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Fundamentals of Statistical Analysis

Fundamentals of Statistical Analysis. Dr. Surej P John. Definition of Variables. A variable is an attribute of a person or an object that varies. Measurement are rules for assigning numbers to objects to represent quantities of attributes. Back to Table of Content. Definition.

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Evaluation skills

Evaluation skills. G Balasubramanian. Why evaluate?. Individual position on a learning curve Position in a given learning cohort Position in a given universe. What does a marking scheme contain?. A marking scheme contains value points for assessment. They are suggestive.

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Chapter 1: Introduction to Statistics

Chapter 1: Introduction to Statistics. Variables. A variable is a characteristic or condition that can change or take on different values. Most research begins with a general question about the relationship between two variables for a specific group of individuals. . Population.

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Area

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Objectives

Objectives. The student will be able to: use Sigma Notation find the mean absolute deviation of a data set SOL: A.9 2009. Sigma Notation.

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U SING AND W RITING S EQUENCES

U SING AND W RITING S EQUENCES. The numbers in sequences are called terms. You can think of a sequence as a function whose domain is a set of consecutive integers. If a domain is not specified, it is understood that the domain starts with 1. U SING AND W RITING S EQUENCES. n. a n.

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Section 12-3

Section 12-3. Measures of Dispersion. Measures of Dispersion. Range Standard Deviation Interpreting Measures of Dispersion Coefficient of Variation. Measures of Dispersion.

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Means & Medians

Means & Medians. Chapter 5. Parameter -. Fixed value about a population Typical unknown. Statistic -. Value calculated from a sample. Measures of Central Tendency. Median - the middle of the data; 50 th percentile Observations must be in numerical order

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Chapter 4 Measures of Variability

Chapter 4 Measures of Variability. 4.1 Overview. Variability can be defined several ways Purposes of Measure of Variability. Figure 4.1 Population Distributions. Three Measures of Variability. The Range The Variance The Standard Deviation. 4.2 The Range.

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Sequences and Series

Sequences and Series. On occasion, it is convenient to begin subscripting a sequence with 0 instead of 1 so that the terms of the sequence become. Simply listing the first few terms is not sufficient to define a unique sequence-----the n th term must be given.

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Summation Notation

Summation Notation. Summation Notation. Shorthand way of expressing a sum Uses the Greek letter sigma : ?. n is called the upper limit of the summation. a k is the formula used to generate each term of the sum. k is called the index of summation. Summation Notation.

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Sequence and Series

slide show for sequence and series

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Warm Up: 4/16/2012

Warm Up: 4/16/2012. 1. Allysa has taken a job with a starting salary of $17,600 and annual raises of $850. What will be her salary during her fifth year on the job?.

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