Copyright 2015 Integrated Environmental Solutions Limited. All rights reserved.


 Valerie Ami Rodgers
 1 years ago
 Views:
Transcription
1 VistaPro User Guide Custom Variable Expressions IES Virtual Environment Copyright 2015 Integrated Environmental Solutions Limited. All rights reserved. No part of the manual is to be copied or reproduced in any form without the express agreement of Integrated Environmental Solutions Limited.
2 Contents 1 Expressions Operators Arithmetic Relational Functions Numerical / Mathematical Logical Constants Model Related General... 5 VE 2015 VistaPro: Custom Variable Expressions 1
3 1 Expressions Custom variables in VistaPro can be defined by combining several variables together using a formula or in other words an expression. Below describes all the operators, functions and constants available for use in your own expressions. The expression syntax is Excel like in nature so should be easy to pick up and understand. 1.1 Operators Arithmetic The usual arithmetic operators are supported for addition +, subtraction , division /, multiplication *, modulo %, exponentiation ^, and negation . Parentheses (, ) can be used to change the precedence of the operators. For example: (A + B + C) / 3 computes the average of the sum of A, B and C. All operators work in the usual way and can be used with variables, constants, or numbers. For example: X^(0.5) computes the inverse of the square root of X. Modulo is defined as the remainder of a division that rounds the quotient towards minus infinity. That is: A % B == A  FLOOR(A/B)*B Relational Relational operators are also supported; the result of such an operation is either true or false (i.e., a boolean value). Available operators are: equal to ==, not equal to!=, less than <, greater than >, less than or equal to <=, and greater than or equal to >=. These can be used with the logical functions described here. All operators can be used with variables, constants, or numbers. VE 2015 VistaPro: Custom Variable Expressions 2
4 1.2 Functions As well as operators, expressions support a standard set of functions that can be used to transform values. A complete list of all the functions available for you to use is below. The syntax describes how to use the function in your expressions. Note: square brackets [ ] denote the argument is optional; while ellipsis... denote additional arguments can be specified Numerical / Mathematical Name Syntax Description ABS ABS( value ) Returns the absolute value of a number. ACOS ACOS( value ) Returns the arccosine (in radians) of a number. ASIN ASIN( value ) Returns the arcsine (in radians) of a number. ATAN ATAN( value ) Returns the arctangent (in radians) of a number. ATAN2 ATAN2( xvalue, yvalue ) Returns the arctangent (in radians) of (x,y) coordinates. AVG AVG( value ) Returns the average (arithmetic mean) of the variable. CEIL CEIL( value ) Returns a number rounded up. CLAMP CLAMP( value, min, max ) Returns a number within the specified range. COS COS( value ) Returns the cosine of an angle. COSH COSH( value ) Returns the hyperbolic cosine of a number. DEGREES DEGREES( value ) Converts radians into degrees. EXP EXP( value ) Returns mathematical constant e raised to the nth power. FLOOR FLOOR( value ) Returns a number rounded down. INRANGE INRANGE( value, min, max ) Returns true if the number is within the specified range or false if it is outside the range. LOG LOG( value, base ) Returns the logarithm of a number to the specified base. LOG10 LOG10( value ) Returns the base10 logarithm of a number. LN LN( value ) Returns the natural logarithm of a number. MAX MAX( value1, [value2] ) Returns the largest value(s) for the specified variable(s). MIN MIN( value1, [value2] ) Returns the smallest value(s) for the specified variable(s). MOD MOD( value, divisor ) Returns the remainder after a value is divided by a divisor. NEG NEG( value ) Returns true if the value is less than zero, otherwise false. NUM NUM( value ) Converts a true or false value to one or zero respectively. POS POS( value ) Returns true if the value is greater than zero, otherwise false. POW POW( value, power ) Returns the result of a number raised to a given power. RADIANS RADIANS( value ) Converts degrees to radians. VE 2015 VistaPro: Custom Variable Expressions 3
5 SIGN SIGN( value ) Returns 1 if the value is greater than zero, 1 if the value is less than zero, 0 otherwise. SIN SIN( value ) Returns the sine of an angle. SINH SINH( value ) Returns the hyperbolic sine of a number. SQRT SQRT( value ) Returns the square root of a number. SUM SUM( value ) Returns the total (summation) of a variable. TAN TAN( value ) Returns the tangent of an angle. TANH TANH( value ) Returns the hyperbolic tangent of a number. TRUNCATE TRUNCATE( value, min, max ) Returns the number if it is within the specified range or NaN if it is outside the range Logical Name Syntax Description IF IF( condition, truevalue, falsevalue ) Returns one value if a specified condition evaluates to true, or another value if it evaluates to false. AND AND( condition1, condition2,... ) Returns true if all conditions are true, otherwise false. OR OR( condition1, condition2,... ) Returns true if any conditions are true, otherwise false. NOT NOT( condition ) Returns the reversed logical value. 1.3 Constants A list of common and model related constants is also available to use as well. A constant is just a numerical value represented with a name. These are defined below Model Related Name RA 1 RV 1 SA 2 OA 3 SFA 4 SFAMV 4 SATD 4 Description Room Floor Area. Room Volume. Net Surface Area. Gross Opening Area. Apache System Floor Area. Apache System Auxiliary Mechanical Ventilation Floor Area. Apache System Supply Air Temperature Difference. 1  only available for use with Room, Surface and Opening level variables 2  only available for use with Surface and Opening level variables 3  only available for use with Opening level variables 4  only available for use with Apache System level variables VE 2015 VistaPro: Custom Variable Expressions 4
6 1.3.2 General Name Description DEG π 180 The value representing 1 degree in radians, with an approximate value of INF The representation of positive infinity. LN10 ln 10 The natural logarithm of 10, with an approximate value of LN2 ln 2 The natural logarithm of 2, with an approximate value of LOG10E LOG2E log 10 e log 2 e The base10 logarithm of the mathematical constant e, with an approximate value of The base2 logarithm of the mathematical constant e, with an approximate value of NAN NaN Not a Number, which represents an undefined or unrepresentable value. PI RAD π The ratio of a circle's circumference to its diameter, with an approximate value of π The value representing 1 radian in degrees, with an approximate value of SQRT2 2 The square root of 2, with an approximate value of SQRT3 3 The square root of 3, with an approximate value of TRUE true Logical value representing true for use in conditional expressions. FALSE false Logical value representing false for use in conditional expressions. VE 2015 VistaPro: Custom Variable Expressions 5
C library functions Trig functions and the like used to require expr, but in Max 4 some are available as objects.
Advanced Math in Max Eventually we will need to do something more complicated than the ordinary math objects allow. This is not a tutorial on how to do that math, but a guide to where the math can be done.
More informationAIMMS Function Reference  Arithmetic Functions
AIMMS Function Reference  Arithmetic Functions This file contains only one chapter of the book. For a free download of the complete book in pdf format, please visit www.aimms.com Aimms 3.13 Part I Function
More informationIntroduction to MATLAB (2.29 Spring 06)
Introduction to MATLAB (2.29 Spring 06) 1. Assignment of Variables (i.e. scalars, vectors, matrices) 2. Mathematical Operations 3. Builtin Variables and Functions 4. Input/Output Data Files 5. Basic Graphics
More informationFX 260 Training guide. FX 260 Solar Scientific Calculator Overhead OH 260. Applicable activities
Tools Handouts FX 260 Solar Scientific Calculator Overhead OH 260 Applicable activities Key Points/ Overview Basic scientific calculator Solar powered Ability to fix decimal places Backspace key to fix
More informationSOME EXCEL FORMULAS AND FUNCTIONS
SOME EXCEL FORMULAS AND FUNCTIONS About calculation operators Operators specify the type of calculation that you want to perform on the elements of a formula. Microsoft Excel includes four different types
More informationExpense Management. Configuration and Use of the Expense Management Module of Xpert.NET
Expense Management Configuration and Use of the Expense Management Module of Xpert.NET Table of Contents 1 Introduction 3 1.1 Purpose of the Document.............................. 3 1.2 Addressees of the
More informationFormula Editor Overview
Formula Editor Overview TradeIdeas offers a number of standard formulas. These can be used in a number of places, including filtering a list of stocks, sorting a list of stocks, or displaying data about
More informationSMART Notebook Math Tools. User s Guide
SMART Notebook Math Tools User s Guide The content of this guide is provided for informational purposes only and is subject to change without notice. Trademark Notice SMART Board, SMART Notebook, the SMART
More informationEXCEL FUNCTIONS MOST COMMON
EXCEL FUNCTIONS MOST COMMON This is a list of the most common Functions in Excel with a description. To see the syntax and a more in depth description, the function is a link to the Microsoft Excel site.
More informationUnit 8 Inverse Trig & Polar Form of Complex Nums.
HARTFIELD PRECALCULUS UNIT 8 NOTES PAGE 1 Unit 8 Inverse Trig & Polar Form of Complex Nums. This is a SCIENTIFIC OR GRAPHING CALCULATORS ALLOWED unit. () Inverse Functions (3) Invertibility of Trigonometric
More informationParent Function. Function Name Algebra. Characteristics. Harold s Parent Functions Cheat Sheet 20 September 2016
Harold s s Cheat Sheet 20 September 206 Algebra Constant Linear or Identity Quadratic or Square Square Root Domain: (, ) Range: [c, c] Undefined (asymptote) Restrictions: c is a real number 0 Domain: (,
More informationMathematical Procedures
CHAPTER 6 Mathematical Procedures 168 CHAPTER 6 Mathematical Procedures The multidisciplinary approach to medicine has incorporated a wide variety of mathematical procedures from the fields of physics,
More informationHigher. Functions and Graphs. Functions and Graphs 18
hsn.uk.net Higher Mathematics UNIT UTCME Functions and Graphs Contents Functions and Graphs 8 Sets 8 Functions 9 Composite Functions 4 Inverse Functions 5 Eponential Functions 4 6 Introduction to Logarithms
More informationJAVASCRIPT BUILTIN FUNCTIONS NUMBER METHODS
JAVASCRIPT BUILTIN FUNCTIONS http://www.tutorialspoint.com/javascript/javascript_builtin_functions.htm NUMBER METHODS Copyright tutorialspoint.com The Number object contains only the default methods that
More informationInverse Trig Functions
MATH 7 Inverse Trig Functions Dr. Neal, WKU A function y = f (x) is one to one if it is always the case that different x values are assigned to different y values. For example, y = x + 4 is one to one,
More information(x) = lim. x 0 x. (2.1)
Differentiation. Derivative of function Let us fi an arbitrarily chosen point in the domain of the function y = f(). Increasing this fied value by we obtain the value of independent variable +. The value
More informationExcel Lesson 5 Using Functions
Excel Lesson 5 Using Functions Microsoft Office 2007: Introductory t 1 Objectives Identify the parts of a function. Enter formulas with functions. Use functions to solve mathematical problems. Use functions
More informationTI83 Plus Graphing Calculator Keystroke Guide
TI83 Plus Graphing Calculator Keystroke Guide In your textbook you will notice that on some pages a keyshaped icon appears next to a brief description of a feature on your graphing calculator. In this
More informationThe graph of. horizontal line between1 and 1 that the sine function is not 11 and therefore does not have an inverse.
Inverse Trigonometric Functions The graph of If we look at the graph of we can see that if you draw a horizontal line between1 and 1 that the sine function is not 11 and therefore does not have an inverse.
More informationFunction Name Algebra. Parent Function. Characteristics. Harold s Parent Functions Cheat Sheet 28 December 2015
Harold s s Cheat Sheet 8 December 05 Algebra Constant Linear Identity f(x) c f(x) x Range: [c, c] Undefined (asymptote) Restrictions: c is a real number Ay + B 0 g(x) x Restrictions: m 0 General Fms: Ax
More informationGraphing Calculator by Mathlab: User Manual
Graphing Calculator by Mathlab: User Manual INTRODUCTION 4 FEATURES 5 CHAPTER 1: BASICS 6 1.1 Navigation 6 1.2 UI Elements 7 1.3 Keyboard 8 1.4 Input 13 1.5 Workspace Area 16 1.6 Graph Mode 18 1.7 Table
More informationScripting with TCL, Part 1
Scripting with TCL, Part 1 Axel Kohlmeyer Center for Molecular Modeling University of Pennsylvania SBS 2007 @ JNCASR, Bangalore The VMD Execution Model GUI (FLTK) Internal State Visualization Python Interpreter
More informationMATLAB Basics MATLAB numbers and numeric formats
MATLAB Basics MATLAB numbers and numeric formats All numerical variables are stored in MATLAB in double precision floatingpoint form. (In fact it is possible to force some variables to be of other types
More informationFPGA FixedPoint Math Library User Guide
Contents 1. Overview DISCLAIMER: National Instruments does not support the FPGA FixedPoint Math Library. The library is an internal product, so you are using the library at your own risk. 2. Common Characteristics
More informationPURSUITS IN MATHEMATICS often produce elementary functions as solutions that need to be
Fast Approximation of the Tangent, Hyperbolic Tangent, Exponential and Logarithmic Functions 2007 Ron Doerfler http://www.myreckonings.com June 27, 2007 Abstract There are some of us who enjoy using our
More informationMSEXCEL: ANALYSIS OF EXPERIMENTAL DATA
MSEXCEL: ANALYSIS OF EXPERIMENTAL DATA Rajender Parsad and Shashi Dahiya I.A.S.R.I., Library Avenue, New Delhi110 012 The inbuilt functions and procedures of MSEXCEL can be utilized for the analysis
More informationGeneral Guide...3. Before Starting Calculation...4
General Guide...3 Turning on or off...3 Battery replacement...3 Auto poweroff function...3 Reset operation...3 Contrast adjustment...3 Display readout...4 Before Starting Calculation...4 Using " MODE
More informationMoore Catholic High School Math Department COLLEGE PREP AND MATH CONCEPTS
Moore Catholic High School Math Department COLLEGE PREP AND MATH CONCEPTS The following is a list of terms and properties which are necessary for success in Math Concepts and College Prep math. You will
More informationChapter 5 Functions. Introducing Functions
Chapter 5 Functions 1 Introducing Functions A function is a collection of statements that are grouped together to perform an operation Define a function Invoke a funciton return value type method name
More informationASSIGNMENT 3 Methods, Arrays, and the Java Standard Class Library
ASSIGNMENT 3 Methods, Arrays, and the Java Standard Class Library COMP202B, Winter 2010, All Sections Due: Wednesday, March 3, 2010 (23:55) You MUST do this assignment individually and, unless otherwise
More information5 Indefinite integral
5 Indefinite integral The most of the mathematical operations have inverse operations: the inverse operation of addition is subtraction, the inverse operation of multiplication is division, the inverse
More information1.2. Mathematical Models: A Catalog of Essential Functions
1.2. Mathematical Models: A Catalog of Essential Functions Mathematical model A mathematical model is a mathematical description (often by means of a function or an equation) of a realworld phenomenon
More informationSouth Carolina College and CareerReady (SCCCR) PreCalculus
South Carolina College and CareerReady (SCCCR) PreCalculus Key Concepts Arithmetic with Polynomials and Rational Expressions PC.AAPR.2 PC.AAPR.3 PC.AAPR.4 PC.AAPR.5 PC.AAPR.6 PC.AAPR.7 Standards Know
More informationComputing with Signed Numbers and Combining Like Terms
Section. PreActivity Preparation Computing with Signed Numbers and Combining Like Terms One of the distinctions between arithmetic and algebra is that arithmetic problems use concrete knowledge; you know
More informationCore Maths C2. Revision Notes
Core Maths C Revision Notes November 0 Core Maths C Algebra... Polnomials: +,,,.... Factorising... Long division... Remainder theorem... Factor theorem... 4 Choosing a suitable factor... 5 Cubic equations...
More informationAlgebra. Exponents. Absolute Value. Simplify each of the following as much as possible. 2x y x + y y. xxx 3. x x x xx x. 1. Evaluate 5 and 123
Algebra Eponents Simplify each of the following as much as possible. 1 4 9 4 y + y y. 1 5. 1 5 4. y + y 4 5 6 5. + 1 4 9 10 1 7 9 0 Absolute Value Evaluate 5 and 1. Eliminate the absolute value bars from
More informationCME 192: Introduction to Matlab
CME 192: Introduction to Matlab Matlab Basics Brett Naul January 7, 2015 What is Matlab? Computing & programming environment Visualization and mathematical prototyping tool Why Matlab? Comparison with
More informationMath Analysis. A2. Explore the "menu" button on the graphing calculator in order to locate and use functions.
St. Mary's College High School Math Analysis Introducing the Graphing Calculator A. Using the Calculator for Order of Operations B. Using the Calculator for simplifying fractions, decimal notation and
More informationLecture 2. Functions in C++
Lecture 2 Functions Declaration (prototype) Definition (implementation) Function calls Parameters Call by reference Call by value Return value Function overloading Header files Standard library: cmath,
More informationINFO  Using Functions in the Calculator
Show INFO  Using Functions in the Calculator The information in this article applies to: EV (Web) Client, version 5.0 build 1 or higher This article describes the purpose of the functions available in
More informationCRASH COURSE IN PRECALCULUS
CRASH COURSE IN PRECALCULUS ShiahSen Wang The graphs are prepared by ChienLun Lai Based on : Precalculus: Mathematics for Calculus by J. Stuwart, L. Redin & S. Watson, 6th edition, 2012, Brooks/Cole
More informationPreviously we looked at some string handling functions. Now we look at arithmetic with numbers of type double.
1 Programming with C Terry Marris November 2010 4 The Double Number Type Previously we looked at some string handling functions. Now we look at arithmetic with numbers of type double. 4.1 Arithmetic Operators
More informationAble Enrichment Centre  Prep Level Curriculum
Able Enrichment Centre  Prep Level Curriculum Unit 1: Number Systems Number Line Converting expanded form into standard form or vice versa. Define: Prime Number, Natural Number, Integer, Rational Number,
More informationWarm up Factoring Remember: a 2 b 2 = (a b)(a + b)
Warm up Factoring Remember: a 2 b 2 = (a b)(a + b) 1. x 2 16 2. x 2 + 10x + 25 3. 81y 2 4 4. 3x 3 15x 2 + 18x 5. 16h 4 81 6. x 2 + 2xh + h 2 7. x 2 +3x 4 8. x 2 3x + 4 9. 2x 2 11x + 5 10. x 4 + x 2 20
More informationSection 8.1: The Inverse Sine, Cosine, and Tangent Functions
Section 8.1: The Inverse Sine, Cosine, and Tangent Functions The function y = sin x doesn t pass the horizontal line test, so it doesn t have an inverse for every real number. But if we restrict the function
More information(c) What values are the input of the function? (in other words, which axis?) A: The x, or horizontal access are the input values, or the domain.
Calculus Placement Exam Material For each function, graph the function by hand using point plotting. You must use a minimum of five points for each function. Plug in 0, positive and negative xvalues for
More informationIBM Unica Macros for IBM Unica Marketing Version 8 Release 6 May 25, 2012. User's Guide
IBM Unica Macros for IBM Unica Marketing Version 8 Release 6 May 25, 2012 User's Guide Note Before using this information and the product it supports, read the information in Notices on page 245. This
More informationSCIENTIFIC CALCULATOR OPERATION GUIDE. <V/R Series>
SCIENTIFIC CALCULATOR OPERATION GUIDE C O N T EN T S HOW TO OPERATE Read Before Using Key layout/reset switch 2 Display pattern 3 Display format 3 Exponent display 4 Angular unit 5 Function
More informationEssential Mathematics for Geospatial Technicians
Essential Mathematics for Geospatial Technicians WELCOME! Got WiFi? Get your own copy of these slides now! Go to: http://wordpress.nmsu.edu/kwurm Navigate to other useful stuff Hosted by Paso del Norte,
More informationScientific Calculator
TI30 eco RS Scientific Calculator English Basic Operations... 2 Results... 2 Basic Arithmetic... 2 Percents... 3 Fractions... 3 Powers and Roots... 4 Logarithmic Functions... 5 Angle Units... 5 DMS...
More informationMaths Pack. For the University Certificates in Astronomy and Cosmology
Maths Pack Distance Learning Mathematics Support Pack For the University Certificates in Astronomy and Cosmology These certificate courses are for your enjoyment. However, a proper study of astronomy or
More informationSAT Subject Math Level 2 Facts & Formulas
Numbers, Sequences, Factors Integers:..., 3, 2, 1, 0, 1, 2, 3,... Reals: integers plus fractions, decimals, and irrationals ( 2, 3, π, etc.) Order Of Operations: Arithmetic Sequences: PEMDAS (Parentheses
More informationTrigonometric Functions and Triangles
Trigonometric Functions and Triangles Dr. Philippe B. Laval Kennesaw STate University August 27, 2010 Abstract This handout defines the trigonometric function of angles and discusses the relationship between
More informationDRAFT. Further mathematics. GCE AS and A level subject content
Further mathematics GCE AS and A level subject content July 2014 s Introduction Purpose Aims and objectives Subject content Structure Background knowledge Overarching themes Use of technology Detailed
More informationAlgebra 2/ Trigonometry Extended Scope and Sequence (revised )
Algebra 2/ Trigonometry Extended Scope and Sequence (revised 2012 2013) Unit 1: Operations with Radicals and Complex Numbers 9 days 1. Operations with radicals (p.88, 94, 98, 101) a. Simplifying radicals
More informationThe OptQuest Engine Java and.net Developer's Guilde
The OptQuest Engine Java and.net Developer's Guilde Table Of Contents Introduction to optimization... 1 What is optimization?... 1 How the OptQuest Engine works... 1 Using the documentation... 2 Platforms...
More informationSection 7.5 Unit Circle Approach; Properties of the Trigonometric Functions. cosθ a. = cosθ a.
Section 7.5 Unit Circle Approach; Properties of the Trigonometric Functions A unit circle is a circle with radius = 1 whose center is at the origin. Since we know that the formula for the circumference
More informationWith the Tan function, you can calculate the angle of a triangle with one corner of 90 degrees, when the smallest sides of the triangle are given:
Page 1 In game development, there are a lot of situations where you need to use the trigonometric functions. The functions are used to calculate an angle of a triangle with one corner of 90 degrees. By
More informationAnswer: = π cm. Solution:
Round #1, Problem A: (4 points/10 minutes) The perimeter of a semicircular region in centimeters is numerically equal to its area in square centimeters. What is the radius of the semicircle in centimeters?
More informationSenior Secondary Australian Curriculum
Senior Secondary Australian Curriculum Mathematical Methods Glossary Unit 1 Functions and graphs Asymptote A line is an asymptote to a curve if the distance between the line and the curve approaches zero
More informationSCIENTIFIC CALCULATOR OPERATION GUIDE. <Write View>
SCIENTIFIC CALCULATOR OPERATION GUIDE CONTENTS HOW TO OPERATE Read Before Using Key layout 2 Reset switch/ pattern 3 format and decimal setting function 34 Exponent display 4 Angular unit
More informationGraphing Calculator Scientific Calculator Version 2.0
Graphing Calculator Scientific Calculator Version 2.0 20061012 Infinity Softworks, Inc. www.infinitysw.com/ets August 7, 2012 1! Table of Contents Table of Contents 1 Overview! 3 2 Navigation! 4 3 Using
More informationFX 115 MS Training guide. FX 115 MS Calculator. Applicable activities. Quick Reference Guide (inside the calculator cover)
Tools FX 115 MS Calculator Handouts Other materials Applicable activities Quick Reference Guide (inside the calculator cover) Key Points/ Overview Advanced scientific calculator Two line display VPAM to
More informationMaths Class 11 Chapter 3. Trigonometric Functions
1 P a g e Angle Maths Class 11 Chapter 3. Trigonometric Functions When a ray OA starting from its initial position OA rotates about its end point 0 and takes the final position OB, we say that angle AOB
More informationPrep for Calculus. Curriculum
Prep for Calculus This course covers the topics shown below. Students navigate learning paths based on their level of readiness. Institutional users may customize the scope and sequence to meet curricular
More informationChapter 7 Outline Math 236 Spring 2001
Chapter 7 Outline Math 236 Spring 2001 Note 1: Be sure to read the Disclaimer on Chapter Outlines! I cannot be responsible for misfortunes that may happen to you if you do not. Note 2: Section 7.9 will
More informationPower Series Lecture Notes
Power Series Lecture Notes A power series is a polynomial with infinitely many terms. Here is an example: $ 0ab œ â Like a polynomial, a power series is a function of. That is, we can substitute in different
More informationPREREQUISITE/PRECALCULUS REVIEW
PREREQUISITE/PRECALCULUS REVIEW Introduction This review sheet is a summary of most of the main topics that you should already be familiar with from your precalculus and trigonometry course(s), and which
More informationTrigonometry Chapter 3 Lecture Notes
Ch Notes Morrison Trigonometry Chapter Lecture Notes Section. Radian Measure I. Radian Measure A. Terminology When a central angle (θ) intercepts the circumference of a circle, the length of the piece
More informationb) lower case always use lower case for all matlab commands. This is what matlab recognizes.
1 Matlab 1) Fundamentals a) Getting Help for more detailed help on any topic, typing help, then a space, and then the matlab command brings up a detailed page on the command or topic. For really difficult
More informationChapter. Manual Calculations. 21 Basic Calculations 22 Special Functions 23 Function Calculations
Chapter 2 Manual Calculations 21 Basic Calculations 22 Special Functions 23 Function Calculations 21 Basic Calculations k Arithmetic Calculations Enter arithmetic calculations as they are written,
More informationADVANCED ROBOT PROGRAMMING LEGO MINDSTORMS EV3
ADVANCED ROBOT PROGRAMMING LEGO MINDSTORMS EV3 Presented by: Tom Bickford Maine Robotics Friday, 10/16/2015 1:303:30 2015 Description: So you've been using robotics in your classroom but want to take
More informationFURTHER TRIGONOMETRIC IDENTITIES AND EQUATIONS
Mathematics Revision Guides Further Trigonometric Identities and Equations Page of 7 M.K. HOME TUITION Mathematics Revision Guides Level: AS / A Level AQA : C4 Edexcel: C3 OCR: C3 OCR MEI: C4 FURTHER TRIGONOMETRIC
More informationMAT Mathematical Concepts and Applications
MAT.1180  Mathematical Concepts and Applications Chapter (Aug, 7) Number Theory: Prime and Composite Numbers. The set of Natural numbers, aka, Counting numbers, denoted by N, is N = {1,,, 4,, 6,...} If
More informationPrecalculus Workshop  Functions
Introduction to Functions A function f : D C is a rule that assigns to each element x in a set D exactly one element, called f(x), in a set C. D is called the domain of f. C is called the codomain of f.
More informationTI86 Graphing Calculator Keystroke Guide
TI86 Graphing Calculator Keystroke Guide In your textbook you will notice that on some pages a keyshaped icon appears next to a brief description of a feature on your graphing calculator. In this guide
More informationPURE MATHEMATICS AM 27
AM Syllabus (015): Pure Mathematics AM SYLLABUS (015) PURE MATHEMATICS AM 7 SYLLABUS 1 AM Syllabus (015): Pure Mathematics Pure Mathematics AM 7 Syllabus (Available in September) Paper I(3hrs)+Paper II(3hrs)
More informationPURE MATHEMATICS AM 27
AM SYLLABUS (013) PURE MATHEMATICS AM 7 SYLLABUS 1 Pure Mathematics AM 7 Syllabus (Available in September) Paper I(3hrs)+Paper II(3hrs) 1. AIMS To prepare students for further studies in Mathematics and
More informationSOLVING TRIGONOMETRIC EQUATIONS
Mathematics Revision Guides Solving Trigonometric Equations Page 1 of 17 M.K. HOME TUITION Mathematics Revision Guides Level: AS / A Level AQA : C2 Edexcel: C2 OCR: C2 OCR MEI: C2 SOLVING TRIGONOMETRIC
More informationVocabulary Words and Definitions for Algebra
Name: Period: Vocabulary Words and s for Algebra Absolute Value Additive Inverse Algebraic Expression Ascending Order Associative Property Axis of Symmetry Base Binomial Coefficient Combine Like Terms
More informationTESTING CENTER SARAS USER MANUAL
Brigham Young University Idaho TESTING CENTER SARAS USER MANUAL EXCELSOFT 1 P a g e Contents Recent Updates... 4 TYPOGRAPHIC CONVENTIONS... 5 SARAS PROGRAM NAVIGATION... 6 MANAGE REPOSITORY... 6 MANAGE
More informationQuestion: What is the quadratic formula? Question: What is the discriminant? Answer: Answer:
Question: What is the quadratic fmula? Question: What is the discriminant? Question: How do you determine if a quadratic equation has no real roots? The discriminant is negative ie Question: How do you
More informationTrigonometric Functions: The Unit Circle
Trigonometric Functions: The Unit Circle This chapter deals with the subject of trigonometry, which likely had its origins in the study of distances and angles by the ancient Greeks. The word trigonometry
More information6.3 Polar Coordinates
6 Polar Coordinates Section 6 Notes Page 1 In this section we will learn a new coordinate sstem In this sstem we plot a point in the form r, As shown in the picture below ou first draw angle in standard
More informationKnow the following (or better yet, learn a couple and be able to derive the rest, quickly, from your knowledge of the trigonometric functions):
OCR Core Module Revision Sheet The C exam is hour 0 minutes long. You are allowed a graphics calculator. Before you go into the exam make sureyou are fully aware of the contents of theformula booklet you
More informationBA II Plus. Guidebook. Texas Instruments Instructional Communications. Dave Caldwell David Santucci Gary Von Berg
BA II Plus Guidebook Guidebook developed by: Texas Instruments Instructional Communications With contributions by: Dave Caldwell David Santucci Gary Von Berg 1997 by Texas Instruments Incorporated. Important
More informationChapter 1 Quadratic Equations in One Unknown (I)
Tin Ka Ping Secondary School 015016 F. Mathematics Compulsory Part Teaching Syllabus Chapter 1 Quadratic in One Unknown (I) 1 1.1 Real Number System A Integers B nal Numbers C Irrational Numbers D Real
More informationExcel 2007 Introduction to Formulae and Functions
Excel 2007 Introduction to Formulae and Functions Page 1 of 19 Contents Creating Simple Formulae... 4 Some common formulae 4 The order of precedence 5 Editing a formula 5 Copying formulae 6 Functions...
More informationInfor LN CRM User Guide for CRM
Infor LN CRM User Guide for CRM Copyright 2015 Infor Important Notices The material contained in this publication (including any supplementary information) constitutes and contains confidential and proprietary
More informationArithmetic operators Bitstring Operators BitShift Operators Selection Operators
10  APPENDIX CoDeSys supports all IEC operators. In contrast with the standard functions (see appendix D, Standard library), these operators are recognized implicitly throughout the project. Besides the
More informationPRECALCULUS GRADE 12
PRECALCULUS GRADE 12 [C] Communication Trigonometry General Outcome: Develop trigonometric reasoning. A1. Demonstrate an understanding of angles in standard position, expressed in degrees and radians.
More informationThinkwell s Homeschool Algebra 2 Course Lesson Plan: 34 weeks
Thinkwell s Homeschool Algebra 2 Course Lesson Plan: 34 weeks Welcome to Thinkwell s Homeschool Algebra 2! We re thrilled that you ve decided to make us part of your homeschool curriculum. This lesson
More informationMATH 1103 Common Final Exam Multiple Choice Section Fall 2011
MATH 110 Common Final Exam Multiple Choice Section Fall 011 Please print the following information: Name: Instructor: Student ID: Section/Time: The MATH 110 Final Exam consists of two parts. These pages
More informationGENERAL COMMENTS. Grade 12 PreCalculus Mathematics Achievement Test (January 2015)
GENERAL COMMENTS Grade 12 PreCalculus Mathematics Achievement Test (January 2015) Student Performance Observations The following observations are based on local marking results and on comments made by
More information+ addition  subtraction and unary minus * multiplication / division mod modulo
Chapter 4 Basic types We examine in this chapter the Caml basic types. 4.1 Numbers Caml Light provides two numeric types: integers (type int) and floatingpoint numbers (type float). Integers are limited
More informationDifferentiation and Integration
This material is a supplement to Appendix G of Stewart. You should read the appendix, except the last section on complex exponentials, before this material. Differentiation and Integration Suppose we have
More informationAlgebra and Geometry Review (61 topics, no due date)
Course Name: Math 112 Credit Exam LA Tech University Course Code: ALEKS Course: Trigonometry Instructor: Course Dates: Course Content: 159 topics Algebra and Geometry Review (61 topics, no due date) Properties
More informationAdvanced Engineering Mathematics Prof. Jitendra Kumar Department of Mathematics Indian Institute of Technology, Kharagpur
Advanced Engineering Mathematics Prof. Jitendra Kumar Department of Mathematics Indian Institute of Technology, Kharagpur Lecture No. # 28 Fourier Series (Contd.) Welcome back to the lecture on Fourier
More informationUNIT 1: ANALYTICAL METHODS FOR ENGINEERS
UNIT : ANALYTICAL METHODS FOR ENGINEERS Unit code: A/60/40 QCF Level: 4 Credit value: 5 OUTCOME 3  CALCULUS TUTORIAL DIFFERENTIATION 3 Be able to analyse and model engineering situations and solve problems
More information