Math 70 and 95 Master Syllabus Beginning and Intermediate Algebra, 5th ed., Miller, O Neill, Hyde with ALEKS.

Similar documents
Master Syllabus and Course Content MATH 0989 Foundations for College Algebra Georgia Highlands College Updated for Fall 2017

Prerequisite: Qualification by assessment process or completion of Mathematics 1050 or one year of high school algebra with a grade of "C" or higher.

Math 115 Syllabus (Spring 2017 Edition) By: Elementary Courses Committee Textbook: Intermediate Algebra by Aufmann & Lockwood, 9th Edition

Scope and Sequence Mathematics Algebra 2 400

Middle school mathematics is a prerequisite for Algebra 1A. Before beginning this course, you should be able to do the following:

JEFFERSON COLLEGE INTERMEDIATE ALGEBRA

EPPING HIGH SCHOOL ALGEBRA 2 Concepts COURSE SYLLABUS

PELLISSIPPI STATE COMMUNITY COLLEGE MASTER SYLLABUS

Coffeyville Community College MATH-102 COURSE SYLLABUS FOR INTERMEDIATE ALGEBRA. Ryan Willis Instructor

EPPING HIGH SCHOOL ALGEBRA 2 COURSE SYLLABUS

Algebra 1 Course Syllabus. Algebra 1, Part 1

Course Title: Algebra I Topic/Concept: Foundations of Algebra Time Allotment: 14 days Unit Sequence: 1 Major Concepts to be learned:

Algebra 1A is a prerequisite course for Algebra 1B. Before beginning this course, you should be able to do the following:

ALGEBRA 1B GOALS. 1. The student should be able to use mathematical properties to simplify algebraic expressions.

MATH Spring 2010 Topics per Section

Math for College Readiness

ALGEBRA I FORM I. Textbook: Algebra, Second Edition;Prentice Hall,2002

JEFFERSON COLLEGE COURSE SYLLABUS MTH 110 INTRODUCTORY ALGEBRA. 3 Credit Hours. Prepared by: Skyler Ross & Connie Kuchar September 2014

Intermediate Algebra

JEFFERSON COLLEGE COURSE SYLLABUS MTH 128 INTERMEDIATE ALGEBRA. 3 Credit Hours. Prepared by: Beverly Meyers September 20 12

Check boxes of Edited Copy of Sp Topics (was 261-pilot)

COWLEY COLLEGE & Area Vocational Technical School

NFC ACADEMY COURSE OVERVIEW

Algebra 1 Bassam Raychouni Grade 8 Math. Greenwood International School Course Description. Course Title: Head of Department:

MATH 0409: Foundations of Mathematics COURSE OUTLINE

Algebra 1. Standard 1: Operations With Real Numbers Students simplify and compare expressions. They use rational exponents and simplify square roots.

MA101 Preparatory Mathematics [Onsite]

COURSE OUTLINE CHAFFEY COLLEGE

Algebra Summer Review Packet

COWLEY COLLEGE & Area Vocational Technical School

Course Outline COURSE: MATH 205 DIVISION: 10 ALSO LISTED AS: MATH 205B

LAGUARDIA COMMUNITY COLLEGE CITY UNIVERSITY OF NEW YORK DEPARTMENT OF MATHEMATICS, ENGINEERING AND COMPUTER SCIENCE

Course Text. Course Description. Course Objectives. Course Prerequisites. Important Terms. StraighterLine Introductory Algebra

JEFFERSON COLLEGE COURSE SYLLABUS MTH 110 INTRODUCTORY ALGEBRA. 3 Credit Hours. Prepared by: Skyler Ross & Connie Kuchar September 2014

Advanced Algebra 2 - Assignment Sheet Chapter 1

Instructor Notes for Chapters 3 & 4

LIVE Online Math Algebra Scope and Sequence

Ron Paul Curriculum Mathematics 8 Lesson List

Accessible Topic - Topics accessible to visually impaired students using a screen reader.

Module 1: Whole Numbers Module 2: Fractions Module 3: Decimals and Percent Module 4: Real Numbers and Introduction to Algebra

Final Exam C Name i D) 2. Solve the equation by factoring. 4) x2 = x + 72 A) {1, 72} B) {-8, 9} C) {-8, -9} D) {8, 9} 9 ± i

Chapter R - Review of Basic Algebraic Concepts (26 topics, no due date)

Herndon High School Geometry Honors Summer Assignment

Mathematics, Advanced Level MATH 080 Adult Education/Adult Upgrading Program. Course Outline

Division of Arts & Sciences Department of Mathematics Course Syllabus

COURSE SYLLABUS Part I Course Title: MATH College Algebra Credit Hours: 4, (4 Lecture 0 Lab G) OTM-TMM001

Course Name: MAT 135 Spring 2017 Master Course Code: N/A. ALEKS Course: Intermediate Algebra Instructor: Master Templates

STATE UNIVERSITY OF NEW YORK COLLEGE OF TECHNOLOGY CANTON, NEW YORK COURSE OUTLINE MATH INTERMEDIATE ALGEBRA

Modesto Junior College Course Outline of Record MATH 90

N-Q.2. Define appropriate quantities for the purpose of descriptive modeling.

Check boxes of Edited Copy of Sp Topics (was 145 for pilot) Beginning Algebra, 3rd Ed. [open all close all] Course Readiness and

HOSTOS COMMUNITY COLLEGE DEPARTMENT OF MATHEMATICS. MAT 010 or placement on the COMPASS/CMAT

Intermediate/College Algebra, MATH 083/163, E8X

HOSTOS COMMUNITY COLLEGE DEPARTMENT OF MATHEMATICS

Requisite Approval must be attached

Elementary Algebra

Final Exam A Name. 20 i C) Solve the equation by factoring. 4) x2 = x + 30 A) {-5, 6} B) {5, 6} C) {1, 30} D) {-5, -6} -9 ± i 3 14

COWLEY COLLEGE & Area Vocational Technical School

Revised: 2/19/09 Unit 1 Pre-Algebra Concepts and Operations Review

RADNOR TOWNSHIP SCHOOL DISTRICT Course Overview Honors Algebra 2 ( )

Algebra II. A2.1.1 Recognize and graph various types of functions, including polynomial, rational, and algebraic functions.

RADNOR TOWNSHIP SCHOOL DISTRICT Course Overview Seminar Algebra 2 ( )

Math 1152: Precalculus Algebra Section 4 Time: TR 14:30 16:20 Place: L305 Instructor: J. Jang Office: B019g Phone:

Absolute Value Inequalities (Advanced Only)

Chapter R - Basic Algebra Operations (94 topics, no due date)

Students will be able to simplify numerical expressions and evaluate algebraic expressions. (M)

SYLLABUS FOR [FALL/SPRING] SEMESTER, 201x

This image cannot currently be displayed. Course Catalog. Algebra II Glynlyon, Inc.

Algebra 2A Unit 1 Week 1 Day Activity Unit 1 Week 2 Day Activity Unit 1 Week 3 Day Activity Unit 2 Week 1 Day Activity

Prerequisite knowledge/skills: Before entering the course the student should be able to

Date Credits 3 Course Title College Algebra II Course Number MA Pre-requisite (s) MAC 1105 Co-requisite (s) None Hours 45

Algebra 2 Syllabus. Certificated Teacher: Date: Desired Results

Check boxes of Edited Copy of Sp Topics (was 217-pilot)

Curriculum Catalog

Algebra 1 Part 1 Curriculum Guide Dunmore School District Dunmore, PA

Important Dates. Non-instructional days. No classes. College offices closed.

Algebra I. Unit 1 Connections to Algebra

College Algebra. Course Text. Course Description. Course Objectives. StraighterLine MAT101: College Algebra

Algebra 2 Secondary Mathematics Instructional Guide

Modesto Junior College Course Outline of Record MATH 70

What students need to know for PRE-CALCULUS Students expecting to take Pre-Calculus should demonstrate the ability to:

Algebra I. Course Requirements

Curriculum Catalog

MATH College Algebra 3:3:1

Online Courses for High School Students

DESCRIPTION OF COURSE:

Honors Algebra II / Trigonometry

COE Algebra Syllabus. Desired Results

Interm Algebra w Apps

North Seattle Community College Math 084 Chapter 1 Review. Perform the operation. Write the product using exponents.

CURRICULUM UNIT MAP 1 ST QUARTER. COURSE TITLE: Applied Algebra 1 GRADE: 9

CURRICULUM CATALOG. Algebra II (3135) VA

COWLEY COLLEGE & Area Vocational Technical School

MATH 0960 ELEMENTARY ALGEBRA FOR COLLEGE STUDENTS (8 TH EDITION) BY ANGEL & RUNDE Course Outline

Watertown Public Schools Algebra 2 Honors/CP Summer Packet

Curriculum Catalog

Course Content (visit for details)

Two years of high school algebra and ACT math score of at least 19; or DSPM0850 or equivalent math placement score.

Bassam Raychouni Pre-Algebra. Course Title: Head of Department:

Honors Algebra I Rev. Summer 2011

Transcription:

Math 70 and 95 Master Syllabus 2017-2018 Course Coordinator: Tammy Nezol (tnezol@uoregon.edu) Textbook and ALEKS: Beginning and Intermediate Algebra, 5th ed., Miller, O Neill, Hyde with ALEKS. We have selected ALEKS as the online platform since it adapts to individual users needs. While the use of ALEKS is optional for instructors, it does make the book significantly cheaper. The ebook with ALEKS can be purchased as an 11-week subscription for a 52- week subscription. A photocopy of the book can be purchased for an additional $15 through ALEKS. Due to cost, even if you do not plan to use ALEKS, you should create an ALEKS class with a course code so students can access the text at lower cost. More information on ALEKS is available. Please email me tnezol@uoregon.edu Course Content We cover chapter 1-6 in the textbook. It is important to note that this class should form a foundation for modeling and problem solving. It is not enough to focus on ALEKS. ALEKS is great at helping students build the necessary skills, but the modeling and problem solving will come mostly from class. Instructors should develop concepts through meaning and real world examples. Lines, for example, can be motivated by understanding examples of slopes in every day life before formulas are introduced. Once examples of slope and y-intercepts have been discussed in real world examples, then students can discover with their instructor how to find the slopeintercept form of a linear equation and why this equation makes sense. This motivation can help build modeling skills. 1

Assessments should include skills from ALEKS as well as modeling and deeper understanding from class. Worksheets for this purpose are available in the shared folders and instructors are welcome to take and add to them as they like. If you need to be added to the shared folder, please email me at tnezol@uoregon.edu. Typically there are weekly quizzes, two midterms, and one final exam. Often finals are at combined final exam times so make sure of the time of your exam before writing your syllabus. I tend to do 10% ALEKS, 10% Worksheets and other written homework, 10% Quizzes, 40% midterms, and 30% final. This class is Pass/No Pass. A 70% is usually considered the baseline for a pass. In addition, you may consider a rule that at least a 60% is needed on the final to be able to pass the course. Calculator Usage Since 70 spends time on understanding basic calculations and many of the students have never worked without a calculator, it is recommended to have calculators for this course. I also do not recommend them for 95. Course Outcomes for Math 70: The successful Math 70 student can: 2

accurately use the order of operations in order to reduce an expression, including those with absolute values, signed numbers, fractions, and/or decimals. add, subtract, multiply, and divide fractions and decimals explain when and why to use common denominators when performing operations on fractions identify whether a number is a whole number, an integer, or a real number simplify and evaluate algebraic expressions solve and simplify linear equations interpret a point on a line in the context of a word problem interpret the slope of a line in the context of a word problem graph linear equations in two variables determine the intercepts of a given line whether from a graph or from an equation determine whether a basic equation is linear or exponential determine from a table of values whether an equation is linear or exponential solve systems of linear equations identify solutions to systems of equation as either a line, a point, or no intersection (parallel lines) solve a variety of world problems based on linear equations or systems of linear equations manipulate exponential expressions, and use scientific notation factor quadratic and other polynomial equations solve quadratic equations 3

identify whether an equation is linear, quadratic, or exponential If time: Basic simplifying of square roots and knowing x 2 = 25 means x = ± 5 Basic use of quadratic formula Course Outcomes for Math 95: (please include a version of this in your 95 syllabus) The successful math 95 student can: solve linear equations in two variables solve world problems involving linear equations and systems of linear equations interpret the slope and points of a line in the context of a word problem accurately and efficiently perform calculations with real numbers including fractions, decimals, signed numbers, absolute value, etc. identify equations as linear, exponential, or polynomial factor quadratic and other polynomial expressions including when the leading coefficient is not 1. solve quadratic equations by factoring, using the square root property, or using the quadratic formula perform operations involving polynomial and rational expressions solve equations containing rational expressions simplify and perform operations involving radicals/rational exponents/polynomials solve equations involving radical expressions apply the rule of functions including accurately applying function notation 4

find the domain and range of a function from its graph find the largest possible domain of a linear, quadratic, square root, or rational function from its equation solve compound inequalities identify the vertex and intercepts of a quadratic function (in vertex form or standard form) solve word problems involving quadratic equations recognize exponential vs. linear modeling. (The student knows linear means increasing by a content amount while exponential means increasing by the same percentage.) solve absolute value equations solve simple absolute value inequalities by finding the x-intercepts solve systems of non-linear equations involving quadratic and linear equations. Other Notes You are welcome to copy my ALEKS course including due dates and objectives and make changes as you wish. The most recent class with the new book will have a section titled Fall 2017. The due dates will give you a good idea of a schedule for the course. In general, I am usually starting lines around Midterm 1 (Week 4) and through systems and exponents before Midterm 2 (Week 8). It s a good idea to save enough time at the end for factoring. If you are new to using ALEKS, please contact me for any help or advice. It s important you get your account setup well before the start of term. 5