More Induction Examples

More Induction Examples

More Induction Examples. Prove the following formula is true for all positive integers n. Use induction on n. Base Case. n=1. LHS = (-1)011 = 1, RHS = (1(1+1)(-1)0)/2 = 1. Assume for an arbitrary value of n=k that. Under this assumption, prove for n=k+1 that. Some Algebra Rules.

Archimedes Naked Density

Archimedes Naked Density

Archimedes Naked Density. MIT YouTube Video. In your own words, define or tell what you already know about density. Read the passage below on how Archimedes discovered the principal of density. by Martha Marie Day, Ed.D., Anthony Carpi, Ph.D.

Density and Archimedes' Principle

Density and Archimedes' Principle

Density and Archimedes' Principle. DENSITY AND ARCHIMEDES' PRINCIPLE. OBJECTIVE: To determine the densities of several solids and a liquid; to measure buoyant force; to become acquainted with Archimedes' Principle. weight buoyant forceunits: g & kg, cm3 & m3, Nt.

PDE - Common Core Mathematics Standards Cluster Heading Matrix Trifold Grades 6-7-8

PDE - Common Core Mathematics Standards Cluster Heading Matrix Trifold Grades 6-7-8

PDE - Common Core Mathematics Standards Cluster Heading Matrix Trifold Grades 6-7-8. Understand ratio concepts and use ratio reasoning to solve problems. Analyze proportional relationships and use them to solve real-world and mathematical problems.

WHS Precalculus Honors

WHS Precalculus Honors

WHS AP Calculus AB. Unit 5: Other Topics in Differentiation and Integration. WHS AP Calculus AB. Unit 5: Other Topics in Differentiation and Integration. WHS AP Calculus AB. Unit 5: Other Topics in Differentiation and Integration.

Statistics 550 Notes 13

Statistics 550 Notes 13

Statistics 550 Notes 13. Reading: Sections 3.1-3.2. In Chapter 3, we return to the theme of Section 1.3 which is select among point estimators and decision procedures the optimal estimator for the given sample size, rather than select a procedure based.

Year 4 National Curriculum Mathematics Scope and Sequence

Year 4 National Curriculum Mathematics Scope and Sequence

YEAR 4 - 2011 MATHS SCOPE AND SEQUENCE FOR ST ANTHONY S (Adapted from the Australian Curriculum + Eva Devries scope and sequence.). Year 4 National Curriculum Mathematics Scope and Sequence. NUMBER & ALGEBRA. working with numbers from 99, 999 to tenths.

GEO4115/6117: Applied Geostatistics for Surface Modeling

GEO4115/6117: Applied Geostatistics for Surface Modeling

GEO4115/6117: Applied Geostatistics for Surface Modeling. Instructor: Dr. Liang Mao E-mail. Time: Thursdays Period 4-6 (10:40am-1:40pm) Location: Turlington 3006. Office room: Turlington 3121 Office hour: Tuesdays 2-4pm. Course description.

This Part of the Exam Is to Be Done Without a Calculator

This Part of the Exam Is to Be Done Without a Calculator

This part of the Exam is to be done without a calculator. Which of the following is the correct graph of ? Find all the intercepts of. a) x-intercept: 0y-intercepts: 0, -5, 5. b) x-intercepts: -5, 5 y-intercept: 0. c) x-intercepts: -5, 5no y-intercept. d) x-intercepts: 0, -5, 5y-intercept: 0.

The Connection: Fractions-Percents-Ratios-Decimals

The Connection: Fractions-Percents-Ratios-Decimals

The Connection: Fractions-Percents-Ratios-Decimals. What is a fraction? In common usage a fraction is any part of a unit. In mathematical terms a fraction is a quotient of two integers a/b where b 0.

Unit 3 Chapter 2B (BC Test Date 9/22/15)

Unit 3 Chapter 2B (BC Test Date 9/22/15)

Unit 3 Chapter 2b (BC test date 9/22/15). Hmw 2.4a pg. 137: 9-36(x3), 37, 38, 43, 44 (Chain rule). Hmw 2.4b pg. 137: 45-97 every other odd (Chain rule). Hmw 2.4c pp. 139-140: 109, 110, 113, 115, 120, 123, 131 (Chain rule). Hmw 2.5a pp. 146: 1-37 EOO (Implicit differentiation).

Integral Calculus and Differential Equations

Integral Calculus and Differential Equations

SEMESTER II MATHEMATICS GENERAL. INTEGRAL CALCULUS AND DIFFERENTIAL EQUATIONS. TARUN KUMAR BANDYOPADHYAY, DEPARTMENT OF MATHEMATICS. In case you face difficulty in understanding the following material, you may e-mail to me at stating your Name and Roll No. DOWNLOAD SITE.

Supplementary Materials : C30 Burt Thiessen

Supplementary Materials : C30 Burt Thiessen

Precalculus this year will be taught in a flipped classroom format which means that you will watch videos and write notes for homework and we will work on the assignments during class time. We will be using the local Moodle and Schoology.com to answer discussion questions and to ask questions.

Advanced Character Physics

Advanced Character Physics

Advanced Character Physics. Thomas Jakobsen. IO Interactive, Farvergade 2. This paper explains the basic elements of an approach to physically-based modeling which is well suited for interactive use. It is simple, fast, and quite stable, and in its basic.

The Didactical Tetrahedron As a Heuristic

The Didactical Tetrahedron As a Heuristic

The didactical tetrahedron as a heuristic for analysing the incorporation of digital technologies into classroom practice in support of investigative approaches to teaching mathematics. Kenneth Ruthven. University of Cambridge.

Chapter 6 the Binomial Probability Distribution and Related Topics

Chapter 6 the Binomial Probability Distribution and Related Topics

Chapter 6 The Binomial Probability Distribution and Related Topics. Statistical Experiments and Random Variables. Statistical Experiments any process by which measurements are obtained.