Pre-K HS Mathematics Core Course Objectives
|
|
- Sabrina Underwood
- 6 years ago
- Views:
Transcription
1 Pre-K HS Mathematics Core Course Objectives The Massachusetts Department of Elementary and Secondary Education (ESE) partnered with WestEd to convene panels of expert educators to review and develop statements of essential curriculum content,, for approximately 100 different grades/subjects and courses. In conjunction with the Massachusetts Curriculum Frameworks, the CCOs were used by a team of WestEd evaluators to ensure content alignment in the identification and evaluation of example assessments suitable for use as District-Determined Measures (DDMs). Districts can utilize the CCOs themselves or the process of developing CCOs in their own work when selecting DDMs. At each meeting, educators developed highquality CCOs that met the following criteria: Scope: The CCO describes an overarching learning goal. Assess-ability: The CCO describes knowledge, skills, or abilities that are readily able to be measured. are statements that: describe different elements of core, essential content (knowledge, skills, or abilities); are pulled, created, or synthesized from a larger set of curriculum standards; and clarify key knowledge, skills, and abilities that many educators and other content experts working together agree are most critical in that content area, grade, or course. Each CCO should be high-level and represent broad enough learning goals to be taught using a wide variety of instructional tools or methods (scope), while also focused enough that students growth in learning that knowledge or skill can be measured by an assessment (assess-ability). Centrality: The CCO describes a critically important concept, skill, or ability that is central to the subject/grade or course. Relevance: The CCO represents knowledge, skills, and abilities that are consistent with Massachusetts s values and goals. After public review, WestEd s content specialists reviewed the comments submitted by educators and other stakeholders. The CCOs that emerged from this process are presented below. 1
2 Mathematics Grade: Pre-K 1 Students identify and name written numerals and connect them with quantities up to ten, using subitizing (recognizing quantities without counting) and/or counting. 2 Students listen to and say the names of numbers in meaningful contexts. 3 Students count many kinds of concrete objects and actions up to ten, using one-to-one correspondence, and accurately count as many as seven things in a scattered configuration. 4 Students compare collections of objects and describe collections using language, such as more/less than or equal to/same as, to compare and describe collections of objects. 5 Students use concrete objects (e.g., cubes, fingers, manipulatives) to model real-world addition problems (putting together) and subtraction problems (taking away) up through five. 6 Students recognize and compare measurable attributes of the length and weight of everyday objects using appropriate vocabulary (e.g., long[er], short[er], tall[er], heavy[heavier], light[er], wide[wider], narrow[er]). 7 Students sort, categorize, and classify objects by more than one attribute. 8 Students use appropriate language to identify relative positions of objects in space (e.g., beside, inside, next to, close to, above, below, and apart). course. Source documents used are as follows: Massachusetts Mathematics Curriculum Framework (2011); Learning Progressions Frameworks Designed for Use with The Common Core State Standards in Mathematics K 12 (NCIEA) (2011). 2
3 Mathematics Algebra I Grade: HS 1 Students use the properties of exponents to rewrite expressions involving radicals and rational exponents and to transform expressions for exponential functions. 2 Students interpret expressions that represent a quantity, interpret parts of an expression (terms, factors, and coefficients) in terms of context, and use the structure of an expression to rewrite it. 3 Students produce an equivalent form of a quadratic expression by factoring to reveal the zeros of the function defined; and, by completing the square, to reveal the maximum or minimum value of the function defined. 4 Students perform addition, subtraction, and multiplication of polynomials. 5 Students write, interpret, and translate among various forms of linear equations and inequalities in solving real-world problems. 6 Students explain each step in solving a simple equation and construct a viable argument to justify a solution method. 7 Students write, interpret, and translate among various forms of quadratic equations and inequalities and solve real-world problems. 8 Students solve linear equations and inequalities in one variable and solve systems of linear equations in two variables. 9 Students solve quadratic equations in one variable using completing the square, factoring, and the quadratic formula. 10 Students write and evaluate functions and interpret statements that use function notation in context. 11 Students sketch graphs of functions that model a relationship between two quantities and interpret key features of the graphs. 12 Students compare properties of two functions (i.e., linear, quadratic, and exponential) each represented in a different way (algebraically, graphically, numerically in tables, or by verbal descriptions). 3
4 13 Students represent data on two quantitative variables on a scatter plot, describe how the variables are related, and use functions fitted to the data to solve problems in context. 14 Students interpret the slope (rate of change) and the intercept (constant term) of a linear model in the context of data. course. Source document used is as follows: Massachusetts Mathematics Curriculum Framework(2011). 4
5 Mathematics Algebra II Grade: HS 1 Students identify zeros of polynomials, including complex zeros of quadratic polynomials, make connections between zeros of polynomials and solutions of polynomial equations, and use the zeros of a polynomial to sketch a graph of the function defined by the polynomial. 2 Students perform arithmetic operations with complex numbers. 3 Students explain the impact of changes to a function (i.e., terms, factors, and coefficients) in terms of the context of a problem. 4 Students perform arithmetic operations on polynomials and on rational expressions. 5 Students rearrange formulas to highlight a quantity of interest, constructing a viable argument to justify their method. 6 Students create and solve equations that arise from linear, quadratic, simple rational, and simple exponential functions to model and solve problems. 7 Students solve equations and inequalities graphically. 8 Students interpret functions using key features of graphs and tables and sketch graphs showing key features of the relationship. (Key features include: domain, intercepts, intervals where the function is increasing, decreasing, positive or negative, relative maximums and minimums, symmetries, end behavior, and periodicity where relevant.) 9 Students compare key features of two functions each represented in a different way (algebraically, graphically, numerically in tables, or by verbal descriptions). (Key features include: domain, intercepts, intervals where the function is increasing, decreasing, positive or negative, relative maximums and minimums, symmetries, end behavior, and periodicity where relevant.) 10 Students use the unit circle to extend trigonometric functions to all real numbers and use the Pythagorean identity to find sin (θ), cos (θ), or tan (θ), given sin (θ), cos (θ), or tan (θ), and the quadrant. 11 Students find the inverse for exponential and logarithmic models. 12 Students make inferences and justify conclusions from sample surveys, experiments, and observational studies (e.g., students use data from a sample survey to estimate a population mean or proportion). 5
6 course. Source document used is as follows: Massachusetts Mathematics Curriculum Framework (2011). 6
7 Mathematics Advanced Quantitative Reasoning Grade: HS 1 Students solve problems involving velocity and other quantities that can be represented by vectors, recognizing vector quantities as having magnitude and direction and representing vectors as directed line segments in component form. 2 Students use the numeric operations of matrices, including addition, subtraction, multiplication, and scalar multiplication, demonstrating knowledge of the properties of matrices, including commutative, associative, and distributive laws, and of the existence of identities and inverses. 3 Students use matrices to represent and manipulate data; for example, through linear transformations or incidence relationships in a network. 4 Students solve systems of linear equations using matrix inverses and applying technology for matrices of dimension 3 x 3 or greater. 5 Students use the unit circle to determine geometrically the values of sine, cosine, and tangent for special angles. 6 Students choose trigonometric functions to model periodic phenomena with specified amplitude, frequency, and midline. 7 Students use inverse functions to solve trigonometric equations that arise in modeling contexts and apply the Laws of Cosines and Sines to find unknown measurements in right and non-right triangles. 8 Students derive the equations of conic sections and use the equations and their graphs to model real-world problems. 9 Students apply geometric methods and concepts to model and solve design problems and use dimensional analysis to confirm that expressions and equations make sense. 10 Students make inferences and justify conclusions from sample surveys, experiments, and observational studies, distinguishing between correlation and causation. 11 Students use combinations and permutations to compute theoretical probabilities, including conditional probability, for events that are either dependent or independent. 12 Students calculate and use expected value as a measure of center for the probability distribution of a random variable. 13 Students use probability to: weigh the possible outcomes of a decision by assigning probabilities; make fair decisions; and analyze strategies. 7
8 course. Source document used is as follows: Massachusetts Mathematics Curriculum Framework, Model Advanced Courses: Model Advanced Quantitative Reasoning (2011). 8
9 Mathematics Geometry Grade: HS 1 Students use geometric descriptions of rigid motions to transform figures and to determine if geometric figures are congruent. 2 Students use trigonometric ratios and the Pythagorean Theorem to find unknown measurements in right triangles. 3 Students use the rectangular coordinate system to verify geometric relationships, including properties of special polygons and slopes of parallel and perpendicular lines. 4 Students solve problems involving volume of right and oblique solids. 5 Students use the definitions of congruence and similarity to determine if figures are congruent or similar, and to solve problems involving missing measurements. 6 Students apply geometric concepts in modeling situations, which include representing real-world objects as geometric solids, solving optimization problems, and using dimensional analysis for unit conversions. 7 Students interpret a circle diagram to solve problems involving arc measures, central angles, inscribed angles, exterior angles, and angles formed by intersecting chords. 8 Students use proportional reasoning to determine exact or approximate values for the length of an arc intercepted by an angle or the area of a sector of a circle. 9 Students use the distance formula, Pythagorean Theorem, or given information to determine the equations of circles and parabolas and to translate between the graphical and algebraic forms of circles and parabolas. 10 Students use congruence and similarity criteria to solve problems and prove relationships in geometric figures. course. Source document used is as follows: Massachusetts Mathematics Curriculum Framework, Model Traditional Pathway: Model Geometry (2011). 9
10 Mathematics Pre-Calculus Grade: HS 1 Students identify the key features of polynomial, rational, logarithmic, and trigonometric functions, and use these to sketch the graphs of these functions. (The key features, as they apply, include end behaviors, zeros and y-intercepts, asymptotes, bounds, extrema, domain, range, period, and intervals for which the function is increasing or decreasing, and values for which it is positive and negative.) 2 Students model periodic relationships from multiple representations using appropriate trigonometric functions and use those models to answer a variety of questions about the phenomena. 3 Students use inverse trigonometric relationships to solve trigonometric equations that arise in practical problems, including modeling contexts and non-right triangles. 4 Students use the inverse relationship between exponential and logarithmic functions to solve logarithmic and exponential equations that arise in practical problems. 5 Students apply odd/even, sum/difference, and co-function identities to determine a desired trigonometric value when given another function s value and quadrant, as well as to prove identity statements. 6 Students translate between the geometric descriptions and the equations of hyperbolas and ellipses. 7 Students solve problems involving position or velocity graphically and numerically using vector representations and operations. 8 Students perform arithmetic operations with complex numbers, represent complex numbers and their operations on the complex plane, and use complex numbers in polynomial identities and equations. course. Source document used is as follows: Massachusetts Mathematics Curriculum Framework, Model Advanced Courses: Model Precalculus (2011). 10
11 Mathematics Probability and Statistics Grade: HS 1 Students analyze quantitative univariate data sets and compare distributions of two or more quantitative univariate data sets, using shape and measures of center and spread. 2 Students create a linear model that represents the association between quantitative bivariate data sets and interpret the slope, y-intercept, and r-value (correlation). 3 Students analyze and describe nonlinear and linear associations between quantitative bivariate data. 4 Students use the mean and standard deviation of a normally distributed data set to calculate z-scores in order to make comparisons, using technology to determine probabilities by estimating area under the curve. 5 Students identify a sample that is representative of the population, recognizing the purpose of random sampling and distinguishing between a sample statistic and a population parameter. 6 Students explain how randomization relates to surveys, experiments, and observational studies. 7 Students make inferences and draw conclusions from collected data by using sample statistics to make inferences about a population. 8 Students use data from a two-way table to decide if events are independent. 9 Students find probabilities, including conditional probabilities, of independent or dependent compound events using the addition and multiplication rules of probability. 10 Students use simulations to estimate probabilities and check the results of a datagenerated process. 11 Students make inferences and justify conclusions from sample surveys, experiments, and observational studies. 12 Students make inferences and justify conclusions from two sets of data, distinguishing between correlation, association, and causation. 13 Students use combinations and permutations to compute theoretical probabilities, including conditional probability, for events that are either dependent or independent. 14 Students calculate and use expected value as a measure of center for the probability distribution of a random variable. 11
12 15 Students apply probability to real-world situations by using theoretical probability and empirical probability to evaluate outcomes of decisions. course. Source document used is as follows: Massachusetts Mathematics Curriculum Framework, Conceptual Category: Statistics and Probability (2011). 12
Statewide Framework Document for:
Statewide Framework Document for: 270301 Standards may be added to this document prior to submission, but may not be removed from the framework to meet state credit equivalency requirements. Performance
More informationAGS THE GREAT REVIEW GAME FOR PRE-ALGEBRA (CD) CORRELATED TO CALIFORNIA CONTENT STANDARDS
AGS THE GREAT REVIEW GAME FOR PRE-ALGEBRA (CD) CORRELATED TO CALIFORNIA CONTENT STANDARDS 1 CALIFORNIA CONTENT STANDARDS: Chapter 1 ALGEBRA AND WHOLE NUMBERS Algebra and Functions 1.4 Students use algebraic
More informationMathematics subject curriculum
Mathematics subject curriculum Dette er ei omsetjing av den fastsette læreplanteksten. Læreplanen er fastsett på Nynorsk Established as a Regulation by the Ministry of Education and Research on 24 June
More informationGrade 6: Correlated to AGS Basic Math Skills
Grade 6: Correlated to AGS Basic Math Skills Grade 6: Standard 1 Number Sense Students compare and order positive and negative integers, decimals, fractions, and mixed numbers. They find multiples and
More informationMathematics Assessment Plan
Mathematics Assessment Plan Mission Statement for Academic Unit: Georgia Perimeter College transforms the lives of our students to thrive in a global society. As a diverse, multi campus two year college,
More informationMathematics. Mathematics
Mathematics Program Description Successful completion of this major will assure competence in mathematics through differential and integral calculus, providing an adequate background for employment in
More informationHonors Mathematics. Introduction and Definition of Honors Mathematics
Honors Mathematics Introduction and Definition of Honors Mathematics Honors Mathematics courses are intended to be more challenging than standard courses and provide multiple opportunities for students
More informationProbability and Statistics Curriculum Pacing Guide
Unit 1 Terms PS.SPMJ.3 PS.SPMJ.5 Plan and conduct a survey to answer a statistical question. Recognize how the plan addresses sampling technique, randomization, measurement of experimental error and methods
More informationDublin City Schools Mathematics Graded Course of Study GRADE 4
I. Content Standard: Number, Number Sense and Operations Standard Students demonstrate number sense, including an understanding of number systems and reasonable estimates using paper and pencil, technology-supported
More informationMath 150 Syllabus Course title and number MATH 150 Term Fall 2017 Class time and location INSTRUCTOR INFORMATION Name Erin K. Fry Phone number Department of Mathematics: 845-3261 e-mail address erinfry@tamu.edu
More informationFlorida Mathematics Standards for Geometry Honors (CPalms # )
A Correlation of Florida Geometry Honors 2011 to the for Geometry Honors (CPalms #1206320) Geometry Honors (#1206320) Course Standards MAFS.912.G-CO.1.1: Know precise definitions of angle, circle, perpendicular
More informationSyllabus ENGR 190 Introductory Calculus (QR)
Syllabus ENGR 190 Introductory Calculus (QR) Catalog Data: ENGR 190 Introductory Calculus (4 credit hours). Note: This course may not be used for credit toward the J.B. Speed School of Engineering B. S.
More informationPage 1 of 11. Curriculum Map: Grade 4 Math Course: Math 4 Sub-topic: General. Grade(s): None specified
Curriculum Map: Grade 4 Math Course: Math 4 Sub-topic: General Grade(s): None specified Unit: Creating a Community of Mathematical Thinkers Timeline: Week 1 The purpose of the Establishing a Community
More informationMissouri Mathematics Grade-Level Expectations
A Correlation of to the Grades K - 6 G/M-223 Introduction This document demonstrates the high degree of success students will achieve when using Scott Foresman Addison Wesley Mathematics in meeting the
More informationTechnical Manual Supplement
VERSION 1.0 Technical Manual Supplement The ACT Contents Preface....................................................................... iii Introduction....................................................................
More informationAlgebra 1, Quarter 3, Unit 3.1. Line of Best Fit. Overview
Algebra 1, Quarter 3, Unit 3.1 Line of Best Fit Overview Number of instructional days 6 (1 day assessment) (1 day = 45 minutes) Content to be learned Analyze scatter plots and construct the line of best
More informationClassroom Connections Examining the Intersection of the Standards for Mathematical Content and the Standards for Mathematical Practice
Classroom Connections Examining the Intersection of the Standards for Mathematical Content and the Standards for Mathematical Practice Title: Considering Coordinate Geometry Common Core State Standards
More informationPre-AP Geometry Course Syllabus Page 1
Pre-AP Geometry Course Syllabus 2015-2016 Welcome to my Pre-AP Geometry class. I hope you find this course to be a positive experience and I am certain that you will learn a great deal during the next
More informationLearning Disability Functional Capacity Evaluation. Dear Doctor,
Dear Doctor, I have been asked to formulate a vocational opinion regarding NAME s employability in light of his/her learning disability. To assist me with this evaluation I would appreciate if you can
More informationGUIDE TO THE CUNY ASSESSMENT TESTS
GUIDE TO THE CUNY ASSESSMENT TESTS IN MATHEMATICS Rev. 117.016110 Contents Welcome... 1 Contact Information...1 Programs Administered by the Office of Testing and Evaluation... 1 CUNY Skills Assessment:...1
More informationTabletClass Math Geometry Course Guidebook
TabletClass Math Geometry Course Guidebook Includes Final Exam/Key, Course Grade Calculation Worksheet and Course Certificate Student Name Parent Name School Name Date Started Course Date Completed Course
More informationSOUTHERN MAINE COMMUNITY COLLEGE South Portland, Maine 04106
SOUTHERN MAINE COMMUNITY COLLEGE South Portland, Maine 04106 Title: Precalculus Catalog Number: MATH 190 Credit Hours: 3 Total Contact Hours: 45 Instructor: Gwendolyn Blake Email: gblake@smccme.edu Website:
More informationMath 96: Intermediate Algebra in Context
: Intermediate Algebra in Context Syllabus Spring Quarter 2016 Daily, 9:20 10:30am Instructor: Lauri Lindberg Office Hours@ tutoring: Tutoring Center (CAS-504) 8 9am & 1 2pm daily STEM (Math) Center (RAI-338)
More informationStandard 1: Number and Computation
Standard 1: Number and Computation Standard 1: Number and Computation The student uses numerical and computational concepts and procedures in a variety of situations. Benchmark 1: Number Sense The student
More informationAP Calculus AB. Nevada Academic Standards that are assessable at the local level only.
Calculus AB Priority Keys Aligned with Nevada Standards MA I MI L S MA represents a Major content area. Any concept labeled MA is something of central importance to the entire class/curriculum; it is a
More informationSTA 225: Introductory Statistics (CT)
Marshall University College of Science Mathematics Department STA 225: Introductory Statistics (CT) Course catalog description A critical thinking course in applied statistical reasoning covering basic
More informationMontana Content Standards for Mathematics Grade 3. Montana Content Standards for Mathematical Practices and Mathematics Content Adopted November 2011
Montana Content Standards for Mathematics Grade 3 Montana Content Standards for Mathematical Practices and Mathematics Content Adopted November 2011 Contents Standards for Mathematical Practice: Grade
More informationCAAP. Content Analysis Report. Sample College. Institution Code: 9011 Institution Type: 4-Year Subgroup: none Test Date: Spring 2011
CAAP Content Analysis Report Institution Code: 911 Institution Type: 4-Year Normative Group: 4-year Colleges Introduction This report provides information intended to help postsecondary institutions better
More informationAlgebra 2- Semester 2 Review
Name Block Date Algebra 2- Semester 2 Review Non-Calculator 5.4 1. Consider the function f x 1 x 2. a) Describe the transformation of the graph of y 1 x. b) Identify the asymptotes. c) What is the domain
More informationInstructor: Matthew Wickes Kilgore Office: ES 310
MATH 1314 College Algebra Syllabus Instructor: Matthew Wickes Kilgore Office: ES 310 Longview Office: LN 205C Email: mwickes@kilgore.edu Phone: 903 988-7455 Prerequistes: Placement test score on TSI or
More informationLLD MATH. Student Eligibility: Grades 6-8. Credit Value: Date Approved: 8/24/15
PUBLIC SCHOOLS OF EDISON TOWNSHIP DIVISION OF CURRICULUM AND INSTRUCTION LLD MATH Length of Course: Elective/Required: School: Full Year Required Middle Schools Student Eligibility: Grades 6-8 Credit Value:
More informationJulia Smith. Effective Classroom Approaches to.
Julia Smith @tessmaths Effective Classroom Approaches to GCSE Maths resits julia.smith@writtle.ac.uk Agenda The context of GCSE resit in a post-16 setting An overview of the new GCSE Key features of a
More informationExtending Place Value with Whole Numbers to 1,000,000
Grade 4 Mathematics, Quarter 1, Unit 1.1 Extending Place Value with Whole Numbers to 1,000,000 Overview Number of Instructional Days: 10 (1 day = 45 minutes) Content to Be Learned Recognize that a digit
More informationRadius STEM Readiness TM
Curriculum Guide Radius STEM Readiness TM While today s teens are surrounded by technology, we face a stark and imminent shortage of graduates pursuing careers in Science, Technology, Engineering, and
More informationSAT MATH PREP:
SAT MATH PREP: 2015-2016 NOTE: The College Board has redesigned the SAT Test. This new test will start in March of 2016. Also, the PSAT test given in October of 2015 will have the new format. Therefore
More informationFirst Grade Standards
These are the standards for what is taught throughout the year in First Grade. It is the expectation that these skills will be reinforced after they have been taught. Mathematical Practice Standards Taught
More information2003, Prentice-Hall, Inc. Giesecke Technical Drawing, 12e. Figure 4-1 Points and Lines.
Figure 4-1 Points and Lines. Figure 4-2 Angles. Figure 4-3 Triangles. Figure 4-4 Quadrilaterals. Figure 4-5 Regular Polygons. Figure 4-6 The Circle. Figure 4-7 Solids. Figure 4-7.1 Examples of Solids Created
More informationArizona s College and Career Ready Standards Mathematics
Arizona s College and Career Ready Mathematics Mathematical Practices Explanations and Examples First Grade ARIZONA DEPARTMENT OF EDUCATION HIGH ACADEMIC STANDARDS FOR STUDENTS State Board Approved June
More informationOFFICE SUPPORT SPECIALIST Technical Diploma
OFFICE SUPPORT SPECIALIST Technical Diploma Program Code: 31-106-8 our graduates INDEMAND 2017/2018 mstc.edu administrative professional career pathway OFFICE SUPPORT SPECIALIST CUSTOMER RELATIONSHIP PROFESSIONAL
More informationIntroducing the New Iowa Assessments Mathematics Levels 12 14
Introducing the New Iowa Assessments Mathematics Levels 12 14 ITP Assessment Tools Math Interim Assessments: Grades 3 8 Administered online Constructed Response Supplements Reading, Language Arts, Mathematics
More informationMath-U-See Correlation with the Common Core State Standards for Mathematical Content for Third Grade
Math-U-See Correlation with the Common Core State Standards for Mathematical Content for Third Grade The third grade standards primarily address multiplication and division, which are covered in Math-U-See
More informationASSESSMENT TASK OVERVIEW & PURPOSE:
Performance Based Learning and Assessment Task A Place at the Table I. ASSESSMENT TASK OVERVIEW & PURPOSE: Students will create a blueprint for a decorative, non rectangular picnic table (top only), and
More informationJanine Williams, Mary Rose Landon
TI-nspire Activity Janine Williams, Mary Rose Landon Course Level: Advanced Algebra, Precalculus Time Frame: 2-3 regular (45 min.) class sessions Objectives: Students will... 1. Explore the Unit Circle,
More informationMath 098 Intermediate Algebra Spring 2018
Math 098 Intermediate Algebra Spring 2018 Dept. of Mathematics Instructor's Name: Office Location: Office Hours: Office Phone: E-mail: MyMathLab Course ID: Course Description This course expands on the
More informationCal s Dinner Card Deals
Cal s Dinner Card Deals Overview: In this lesson students compare three linear functions in the context of Dinner Card Deals. Students are required to interpret a graph for each Dinner Card Deal to help
More informationCharacteristics of Functions
Characteristics of Functions Unit: 01 Lesson: 01 Suggested Duration: 10 days Lesson Synopsis Students will collect and organize data using various representations. They will identify the characteristics
More informationUsing Calculators for Students in Grades 9-12: Geometry. Re-published with permission from American Institutes for Research
Using Calculators for Students in Grades 9-12: Geometry Re-published with permission from American Institutes for Research Using Calculators for Students in Grades 9-12: Geometry By: Center for Implementing
More informationAlignment of Australian Curriculum Year Levels to the Scope and Sequence of Math-U-See Program
Alignment of s to the Scope and Sequence of Math-U-See Program This table provides guidance to educators when aligning levels/resources to the Australian Curriculum (AC). The Math-U-See levels do not address
More informationNumeracy Medium term plan: Summer Term Level 2C/2B Year 2 Level 2A/3C
Numeracy Medium term plan: Summer Term Level 2C/2B Year 2 Level 2A/3C Using and applying mathematics objectives (Problem solving, Communicating and Reasoning) Select the maths to use in some classroom
More informationLecture 1: Machine Learning Basics
1/69 Lecture 1: Machine Learning Basics Ali Harakeh University of Waterloo WAVE Lab ali.harakeh@uwaterloo.ca May 1, 2017 2/69 Overview 1 Learning Algorithms 2 Capacity, Overfitting, and Underfitting 3
More informationHelping Your Children Learn in the Middle School Years MATH
Helping Your Children Learn in the Middle School Years MATH Grade 7 A GUIDE TO THE MATH COMMON CORE STATE STANDARDS FOR PARENTS AND STUDENTS This brochure is a product of the Tennessee State Personnel
More informationCourse Syllabus for Math
Course Syllabus for Math 1090-003 Instructor: Stefano Filipazzi Class Time: Mondays, Wednesdays and Fridays, 9.40 a.m. - 10.30 a.m. Class Place: LCB 225 Office hours: Wednesdays, 2.00 p.m. - 3.00 p.m.,
More informationThis scope and sequence assumes 160 days for instruction, divided among 15 units.
In previous grades, students learned strategies for multiplication and division, developed understanding of structure of the place value system, and applied understanding of fractions to addition and subtraction
More informationExploring Derivative Functions using HP Prime
Exploring Derivative Functions using HP Prime Betty Voon Wan Niu betty@uniten.edu.my College of Engineering Universiti Tenaga Nasional Malaysia Wong Ling Shing Faculty of Health and Life Sciences, INTI
More informationCapital Area Online Learning Association
Capital Area Online Learning Association Online Course Catalog High School 2017-2018 Course Offerings Table of Contents Edison Learning English... 10 English 1 English 2 English 3 English 4 SAT Critical
More informationMathematics process categories
Mathematics process categories All of the UK curricula define multiple categories of mathematical proficiency that require students to be able to use and apply mathematics, beyond simple recall of facts
More informationHOLMER GREEN SENIOR SCHOOL CURRICULUM INFORMATION
HOLMER GREEN SENIOR SCHOOL CURRICULUM INFORMATION Subject: Mathematics Year Group: 7 Exam Board: (For years 10, 11, 12 and 13 only) Assessment requirements: Students will take 3 large assessments during
More informationTOPICS LEARNING OUTCOMES ACTIVITES ASSESSMENT Numbers and the number system
Curriculum Overview Mathematics 1 st term 5º grade - 2010 TOPICS LEARNING OUTCOMES ACTIVITES ASSESSMENT Numbers and the number system Multiplies and divides decimals by 10 or 100. Multiplies and divide
More informationFourth Grade. Reporting Student Progress. Libertyville School District 70. Fourth Grade
Fourth Grade Libertyville School District 70 Reporting Student Progress Fourth Grade A Message to Parents/Guardians: Libertyville Elementary District 70 teachers of students in kindergarten-5 utilize a
More informationLOUISIANA HIGH SCHOOL RALLY ASSOCIATION
LOUISIANA HIGH SCHOOL RALLY ASSOCIATION Literary Events 2014-15 General Information There are 44 literary events in which District and State Rally qualifiers compete. District and State Rally tests are
More informationMath Grade 3 Assessment Anchors and Eligible Content
Math Grade 3 Assessment Anchors and Eligible Content www.pde.state.pa.us 2007 M3.A Numbers and Operations M3.A.1 Demonstrate an understanding of numbers, ways of representing numbers, relationships among
More informationMath 181, Calculus I
Math 181, Calculus I [Semester] [Class meeting days/times] [Location] INSTRUCTOR INFORMATION: Name: Office location: Office hours: Mailbox: Phone: Email: Required Material and Access: Textbook: Stewart,
More informationMTH 141 Calculus 1 Syllabus Spring 2017
Instructor: Section/Meets Office Hrs: Textbook: Calculus: Single Variable, by Hughes-Hallet et al, 6th ed., Wiley. Also needed: access code to WileyPlus (included in new books) Calculator: Not required,
More informationMathematics SPA Report Section I Context
MathematicsSPAReport SectionI Context StateandInstitutionalPolicies Threestateagencieslargelyoverseethepreparationandcertificationofnewteachers.TheTexasEducationAgency(TEA)isresponsiblefor providingleadership,guidance,andresourcestohelpschoolsmeettheeducationalneedsofallstudents,andistheprimaryadministrativeunit
More informationMath Techniques of Calculus I Penn State University Summer Session 2017
Math 110 - Techniques of Calculus I Penn State University Summer Session 2017 Instructor: Sergio Zamora Barrera Office: 018 McAllister Bldg E-mail: sxz38@psu.edu Office phone: 814-865-4291 Office Hours:
More informationFoothill College Summer 2016
Foothill College Summer 2016 Intermediate Algebra Math 105.04W CRN# 10135 5.0 units Instructor: Yvette Butterworth Text: None; Beoga.net material used Hours: Online Except Final Thurs, 8/4 3:30pm Phone:
More informationBENCHMARK MA.8.A.6.1. Reporting Category
Grade MA..A.. Reporting Category BENCHMARK MA..A.. Number and Operations Standard Supporting Idea Number and Operations Benchmark MA..A.. Use exponents and scientific notation to write large and small
More informationEGRHS Course Fair. Science & Math AP & IB Courses
EGRHS Course Fair Science & Math AP & IB Courses Science Courses: AP Physics IB Physics SL IB Physics HL AP Biology IB Biology HL AP Physics Course Description Course Description AP Physics C (Mechanics)
More informationIMPLEMENTING THE NEW MATH SOL S IN THE LIBRARY MEDIA CENTER. Adrian Stevens November 2011 VEMA Conference, Richmond, VA
IMPLEMENTING THE NEW MATH SOL S IN THE LIBRARY MEDIA CENTER Adrian Stevens November 2011 VEMA Conference, Richmond, VA Primary Points Math can be fun Language Arts role in mathematics Fiction and nonfiction
More informationDIDACTIC MODEL BRIDGING A CONCEPT WITH PHENOMENA
DIDACTIC MODEL BRIDGING A CONCEPT WITH PHENOMENA Beba Shternberg, Center for Educational Technology, Israel Michal Yerushalmy University of Haifa, Israel The article focuses on a specific method of constructing
More informationAnswers To Hawkes Learning Systems Intermediate Algebra
Answers To Hawkes Learning Free PDF ebook Download: Answers To Download or Read Online ebook answers to hawkes learning systems intermediate algebra in PDF Format From The Best User Guide Database Double
More informationBittinger, M. L., Ellenbogen, D. J., & Johnson, B. L. (2012). Prealgebra (6th ed.). Boston, MA: Addison-Wesley.
Course Syllabus Course Description Explores the basic fundamentals of college-level mathematics. (Note: This course is for institutional credit only and will not be used in meeting degree requirements.
More informationGhanaian Senior High School Students Error in Learning of Trigonometry
OPEN ACCESS INTERNATIONAL JOURNAL OF ENVIRONMENTAL & SCIENCE EDUCATION 2017, VOL. 12, NO. 8, 1709-1717 Ghanaian Senior High School Students Error in Learning of Trigonometry Farouq Sessah Mensah a a University
More informationCharacterizing Mathematical Digital Literacy: A Preliminary Investigation. Todd Abel Appalachian State University
Characterizing Mathematical Digital Literacy: A Preliminary Investigation Todd Abel Appalachian State University Jeremy Brazas, Darryl Chamberlain Jr., Aubrey Kemp Georgia State University This preliminary
More informationPlease read this entire syllabus, keep it as reference and is subject to change by the instructor.
Math 125: Intermediate Algebra Syllabus Section # 3288 Fall 2013 TTh 4:10-6:40 PM MATH 1412 INSTRUCTOR: Nisakorn Srichoom (Prefer to be call Ms. Nisa or Prof. Nisa) OFFICE HOURS: Tuesday at 6:40-7:40 PM
More informationAfm Math Review Download or Read Online ebook afm math review in PDF Format From The Best User Guide Database
Afm Math Free PDF ebook Download: Afm Math Download or Read Online ebook afm math review in PDF Format From The Best User Guide Database C++ for Game Programming with DirectX9.0c and Raknet. Lesson 1.
More informationGCSE Mathematics B (Linear) Mark Scheme for November Component J567/04: Mathematics Paper 4 (Higher) General Certificate of Secondary Education
GCSE Mathematics B (Linear) Component J567/04: Mathematics Paper 4 (Higher) General Certificate of Secondary Education Mark Scheme for November 2014 Oxford Cambridge and RSA Examinations OCR (Oxford Cambridge
More informationPRIMARY ASSESSMENT GRIDS FOR STAFFORDSHIRE MATHEMATICS GRIDS. Inspiring Futures
PRIMARY ASSESSMENT GRIDS FOR STAFFORDSHIRE MATHEMATICS GRIDS Inspiring Futures ASSESSMENT WITHOUT LEVELS The Entrust Mathematics Assessment Without Levels documentation has been developed by a group of
More informationICTCM 28th International Conference on Technology in Collegiate Mathematics
DEVELOPING DIGITAL LITERACY IN THE CALCULUS SEQUENCE Dr. Jeremy Brazas Georgia State University Department of Mathematics and Statistics 30 Pryor Street Atlanta, GA 30303 jbrazas@gsu.edu Dr. Todd Abel
More informationMath 121 Fundamentals of Mathematics I
I. Course Description: Math 121 Fundamentals of Mathematics I Math 121 is a general course in the fundamentals of mathematics. It includes a study of concepts of numbers and fundamental operations with
More informationDigital Fabrication and Aunt Sarah: Enabling Quadratic Explorations via Technology. Michael L. Connell University of Houston - Downtown
Digital Fabrication and Aunt Sarah: Enabling Quadratic Explorations via Technology Michael L. Connell University of Houston - Downtown Sergei Abramovich State University of New York at Potsdam Introduction
More informationGetting Started with TI-Nspire High School Science
Getting Started with TI-Nspire High School Science 2012 Texas Instruments Incorporated Materials for Institute Participant * *This material is for the personal use of T3 instructors in delivering a T3
More informationCourse Name: Elementary Calculus Course Number: Math 2103 Semester: Fall Phone:
Course Name: Elementary Calculus Course Number: Math 2103 Semester: Fall 2011 Instructor s Name: Ricky Streight Hours Credit: 3 Phone: 405-945-6794 email: ricky.streight@okstate.edu 1. COURSE: Math 2103
More informationTHEORETICAL CONSIDERATIONS
Cite as: Jones, K. and Fujita, T. (2002), The Design Of Geometry Teaching: learning from the geometry textbooks of Godfrey and Siddons, Proceedings of the British Society for Research into Learning Mathematics,
More information1 st Quarter (September, October, November) August/September Strand Topic Standard Notes Reading for Literature
1 st Grade Curriculum Map Common Core Standards Language Arts 2013 2014 1 st Quarter (September, October, November) August/September Strand Topic Standard Notes Reading for Literature Key Ideas and Details
More informationTABE 9&10. Revised 8/2013- with reference to College and Career Readiness Standards
TABE 9&10 Revised 8/2013- with reference to College and Career Readiness Standards LEVEL E Test 1: Reading Name Class E01- INTERPRET GRAPHIC INFORMATION Signs Maps Graphs Consumer Materials Forms Dictionary
More informationLA LETTRE DE LA DIRECTRICE
LE GRIOT John Hanson French Immersion School 6360 Oxon Hill Road Oxon Hill, MD 20745 301-749-4780 Dr. Lysianne Essama, Principal MARCH 2008 Le compte à rebours a commencé: Le MSA est là. It does not matter
More informationSURVIVING ON MARS WITH GEOGEBRA
SURVIVING ON MARS WITH GEOGEBRA Lindsey States and Jenna Odom Miami University, OH Abstract: In this paper, the authors describe an interdisciplinary lesson focused on determining how long an astronaut
More informationGrading Policy/Evaluation: The grades will be counted in the following way: Quizzes 30% Tests 40% Final Exam: 30%
COURSE SYLLABUS FALL 2010 MATH 0408 INTERMEDIATE ALGEBRA Course # 0408.06 Course Schedule/Location: TT 09:35 11:40, A-228 Instructor: Dr. Calin Agut, Office: J-202, Department of Mathematics, Brazosport
More informationSANTIAGO CANYON COLLEGE Reading & English Placement Testing Information
SANTIAGO CANYON COLLEGE Reaing & English Placement Testing Information DO YOUR BEST on the Reaing & English Placement Test The Reaing & English placement test is esigne to assess stuents skills in reaing
More informationAnswer Key For The California Mathematics Standards Grade 1
Introduction: Summary of Goals GRADE ONE By the end of grade one, students learn to understand and use the concept of ones and tens in the place value number system. Students add and subtract small numbers
More informationPROGRAM REVIEW CALCULUS TRACK MATH COURSES (MATH 170, 180, 190, 191, 210, 220, 270) May 1st, 2012
PROGRAM REVIEW CALCULUS TRACK MATH COURSES (MATH 170, 180, 190, 191, 210, 220, 270) May 1st, 2012 MICHAEL BATEMAN JILL EVENSIZER GREG FRY HAMZA HAMZA LINDA HO ROBERT HORVATH BOB LEWIS ASHOD MINASIAN KRISTINE
More informationPhysics 270: Experimental Physics
2017 edition Lab Manual Physics 270 3 Physics 270: Experimental Physics Lecture: Lab: Instructor: Office: Email: Tuesdays, 2 3:50 PM Thursdays, 2 4:50 PM Dr. Uttam Manna 313C Moulton Hall umanna@ilstu.edu
More informationTeaching a Laboratory Section
Chapter 3 Teaching a Laboratory Section Page I. Cooperative Problem Solving Labs in Operation 57 II. Grading the Labs 75 III. Overview of Teaching a Lab Session 79 IV. Outline for Teaching a Lab Session
More informationPage 1 of 8 REQUIRED MATERIALS:
INSTRUCTOR: OFFICE: PHONE / EMAIL: CONSULTATION: INSTRUCTOR WEB SITE: MATH DEPARTMENT WEB SITES: http:/ Online MATH 1010 INTERMEDIATE ALGEBRA Spring Semester 2013 Zeph Smith SCC N326 - G 957-3229 / zeph.smith@slcc.edu
More informationTable of Contents. Development of K-12 Louisiana Connectors in Mathematics and ELA
Table of Contents Introduction Rationale and Purpose Development of K-12 Louisiana Connectors in Mathematics and ELA Implementation Reading the Louisiana Connectors Louisiana Connectors for Mathematics
More informationAre You Ready? Simplify Fractions
SKILL 10 Simplify Fractions Teaching Skill 10 Objective Write a fraction in simplest form. Review the definition of simplest form with students. Ask: Is 3 written in simplest form? Why 7 or why not? (Yes,
More informationGrade 2: Using a Number Line to Order and Compare Numbers Place Value Horizontal Content Strand
Grade 2: Using a Number Line to Order and Compare Numbers Place Value Horizontal Content Strand Texas Essential Knowledge and Skills (TEKS): (2.1) Number, operation, and quantitative reasoning. The student
More informationINTERMEDIATE ALGEBRA PRODUCT GUIDE
Welcome Thank you for choosing Intermediate Algebra. This adaptive digital curriculum provides students with instruction and practice in advanced algebraic concepts, including rational, radical, and logarithmic
More information