# Mathematics Grade 8 Math 8a Syllabus-Books Pdf

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You may use a graphing calculator throughout this course and on the final exam You. may use any type of calculator that is accepted for testing on the Texas STARR test. You will find this information on the Texas Education Agency website Most graphing. calculators are acceptable with the exception of those with a QWERTY keyboard. and or CAS system, You will need to be familiar with your own calculator Key stroke instructions will not. be provided because there are so many different kinds of calculators that can be used. Keep in mind that you need to have a positive attitude study hard read all the. assignments in your textbook and in this course and never be afraid to ask for help or. clarification Also some of the lessons in the textbook have a reference for online help. The online tutorials are a very helpful tool that you may want to use My goal for this. course is to empower each student with the knowledge and skills necessary to be. successful in their high school career I believe that a strong mathematical background. is one of the most powerful assets you can possess. Course Delivery Method, Contacting Your Instructor. You may contact your instructor through the Blackboard messaging system Technical. support is available 24 7 at www k12 ttu edu, Course TEKS and Objectives. The objectives for MATH 8 are in the Texas Essential Knowledge and Skills TEKS as. mandated by the Texas Education Agency Each lesson has stated objectives. After completing this course you should be able to. 1 express a rational number as a decimal, 2 approximate the value of an irrational number. 3 describe the relationship between sets of real numbers. 4 order a set of real numbers arising from mathematical and real world contexts. 5 convert between large and small numbers in standard decimal notation and. scientific notation, 6 represent linear proportional situations with tables graphs and equations in the.
form of y kx, 7 use data from a table or graph to determine the rate of change or slope and. y intercept in mathematical and real world problems. 8 graph proportional relationships interpreting the unit rate as the slope of the line. that models the relationship, 9 solve problems involving direct variation. 10 represent linear nonproportional situations with tables graphs and equations in. the form of y mx b when b 0, 11 use data from a table or graph to determine the rate of change or slope and. y intercept in real world problems, 12 distinguish between proportional and nonproportional situations using tables. graphs and equations in the form y kx and y mx b when b 0. 13 identify and verify the values of x and y that simultaneously satisfy two linear. equations in the form y mx b from the intersections of the graphed equations. 14 write an equation in the form y mx b to model a linear relationship between. two quantities using verbal numerical tabular and graphical representations. 15 contrast bivariate sets of data that suggest a linear relationship with bivariate sets. of data that do not suggest a linear relationship from a graphical representation. 16 identify functions using sets of ordered pairs tables mappings and graphs. 17 identify examples of proportional and nonproportional functions that arise from. mathematical and real world problems, 18 represent and determine angle relationships with angles formed by parallel lines.
that are cut by a transversal, 19 represent and determine angle relationships with the sum of the measures of the. angles of a triangle, 20 represent and determine angle relationships in similar triangles. 21 use models and diagrams to explain the Pythagorean Theorem. 22 use the Pythagorean Theorem and its converse to solve problems. 23 determine the distance between two points on a coordinate plane using the. Pythagorean Theorem, 24 describe the volume formula V Bh of a cylinder in terms of its base and area. and height, 25 model the relationship between the volume of a cylinder and a cone having both. congruent bases and height and connect that relationship to their volume. 26 solve problems involving the volume of cylinders cones and spheres. 27 make connections to the formulas for lateral and total surface area and. determine solutions for problems involving rectangular prisms and triangular. prisms and, 28 make connections to the formulas for lateral and total surface area and.
Flash Player download from Adobe Flash Player, Audio and video capabilities for watching listening to course content. PDF app to scan hand written documentation for graded assignments. Technical Skill Requirements, Be comfortable with the following. using a word processor, Internet search engines and browsers. creating PDFs see Requirements for Creating PDFs on the course. Course Organization, This course consists of five lessons and a final examination Each lesson contains the. Introduction and Instructions, Learning Objectives and Curriculum Standards.
Lesson 4 Relationships in Geometry Part 1 Three weeks. Lesson 5 Relationships in Geometry Part 2 Four weeks. Final Exam, Assignment Schedule, Each of the following must be completed to complete the course Items with an asterisk. indicate that these are summative assessments for the course. Lesson Weeks Assignments, 1 1 3 Checkpoint 1 Non graded. Section 1 1 Assignment Upload, Section 1 2 Assignment Upload. Section 1 3 Assignment Upload, Module 1 Summative Assignment. Section 2 1 Assignment Upload, Section 2 2 Assignment Upload.
Module 2 Summative Assignment, 2 4 6 Section 3 1 Assignment Upload. Section 3 2 Assignment Upload, Section 3 3 Assignment Upload. Section 3 4 Assignment Upload, Module 3 Summative Assignment. Section 4 1 Assignment Upload, Section 4 2 Assignment Upload. Section 4 3 Assignment Upload, Section 4 4 Assignment Upload.
Section 4 5 Assignment Upload, Module 4 Summative Assignment. 3 7 9 Section 5 1 Assignment Upload, Section 5 2 Assignment Upload. Section 5 3 Assignment Upload, Module 5 Summative Assignment. Section 6 1 Assignment Upload, Lesson Weeks Assignments. Section 6 2 Assignment Upload, Section 6 3 Assignment Upload.
Module 6 Summative Assignment, Checkpoint 2 Non graded. 4 10 12 Section 7 1 Assignment Upload, Section 7 2 Assignment Upload. Section 7 3 Assignment Upload, Module 7 Summative Assignment. Section 8 1 Assignment Upload, Section 8 2 Assignment Upload. Section 8 3 Assignment Upload, Module 8 Summative Assignment.
5 13 16 Section 9 1 Assignment Upload, Section 9 2 Assignment Upload. Section 9 3 Assignment Upload, Module 9 Summative Assignment. Section 10 1 Assignment Upload, Section 10 2 Assignment Upload. Module 10 Summative Assignment, Checkpoint 3 Non graded. Final Exam, Course Credit, The course grade will be calculated as follows.
50 coursework average, 50 summative assessment average including the final exam. A passing course grade is 70 or higher, Students must attempt all assignments in the course The final exam will not be. available until all assignments have been accepted and graded by the teacher. Students who score below 70 on the final exam will be eligible for one re exam. opportunity, Coursework, The graded assignments within each lesson are formative in nature This means that. they are designed to assist you in applying and demonstrating the lesson concepts as. well as identifying areas in which you need additional review You may use all the. lesson s learning activities to assist you as you complete the graded assignments. Summative Assessments, Summative assessments are those that allow you to demonstrate mastery of the course. MATH 8A Mathematics Grade 8 Semester A Course Information MATH 8A is the first semester of this two semester course Welcome to MATH 8A This course will provide you with basic real world mathematical concepts and prepare you for Algebra I Each lesson contains examples that you will commonly use in your scholastic and everyday lives Math is exciting because it s all around us and

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