Sigma notation Study guides, Revision notes & Summaries

99.7 Rule Rule, or Empirical Rule [1] In statistics, the 68-95-99.7 rule or three-sigma rule, or empirical rule — states that for a normal distribution, nearly all values lie within 3 standard deviations of the mean. This rule is often used to quickly get a rough probability estimate of something, given its standard deviation, if the population is assumed normal, thus also as a simple test for outliers (if the population is assumed normal), and as a normality test (if the population is...

This document covers all of uni variate integration. Namely: Anti-derivatives, sigma notation, the area problem, Riemann sums, properties of integrals, the fundamental theorem of calculus part 1 & 2, integration of symmetric functions, u-substitution, integration by part, reduction formulae and proofs, trigonometric integrals, Trigonometric substitution, integration by partial fraction decomposition, improper integrals, comparison theorem, areas between curves, volume by cross section, volu...

A study guide with examples & definitions of all topics likely covered for your first exam in Calculus II. This includes Differentiation Rules, Integration Rules, Areas & Distances, Distance & Velocity, Sigma Notation, Properties of Summations, Summation Formulas, Fundamental Theorem of Calculus, Net Change Theorem, Absolute Value Integrals, The Substitution Rule, U Substitution.

COS3701 - SUMMARIZED EXAM NOTES 2021. Theoretical Computer Science III. Theory of Computation 4 Mustansiriya University – college of sciences – computer science department – second class Language language is the set of all strings of terminal symbols derivable from alphabet. alphabet is a finite set of symbols. For example {0, 1} is an alphabet with two symbols, {a, b} is another alphabet with two symbols and English alphabet is also an alphabet. A string (also called a word) is a fin...

A summary of number patterns (sequences and series). Formula, examples and solutions for arithmetic sequence, quadratic sequence, geometric sequence, as well as sigma notation

This document summarizes the topics covered in the third test of the year. It contains a high level overview of topics such as trig derivatives and limit definition of derivatives with examples.

What are the parameters for a binomial distribution? - ANS X~B(n,p) (n = number, p = probability) What are the parameters for a normal distribution? - ANS X~N(µ, σ²) (µ = population mean, σ² = variance) What is the binomial equation? - ANS What is the mean of a binomial distribution? - ANS µ = np What's the variance of a binomial distribution? - ANS σ² = np(1-p) What values are given in the binomial tables? - ANS P(X < x) - if you want > x then you n...

Differentiate tan(kx) ksec^2(kx) Differentiate cos(kx) -ksin(kx) Differentiate sin(kx) kcos(kx) Arithmetic sequence Un = a + (n - 1)d Arithmetic series Sn = n/2 (a + d) Geometric sequences Un = ar^n - 1 Geometric series Sn = a(r^n - 1) / r - 1 Sum to infinity a/1 - r Convergent series Sn closer to 0 Divergent series Sn further away from 0 Sigma notation Recurrence relationship Defines each term as function of...

WGU C215 Operations Management -Objective Assessment Prep Guide & Terminologies Combo Study Guide 1. customer focus 2. continuous improvement 3. employee empowerment 4. use of quality tools 5. product design 6. process management 7. managing supplier quality Total Quality Management (TQM) Philosophy Basic function of Six Sigma. Measures the process potential and performance of processes. The higher the range of Cpk, the improved is the ability of the process to complete its necessities....

TF - many organizations expect their BPM groups to function as a "center of excellence" and provide support for managers or other groups that are working on process redesign or improvement projects True TF - most BPM groups that are prioritizing processes will work with the business process architecture team to be sure they know everything they can about a process before determining if the process needs to be changed, and, if it does, what priority should be assigned to a particular process ...