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PreAlgebra This class is designed for those students who can successfully handle higher levels of mathematics topics. Students normally can handle abstract content and have already mastered the basic arithmetic operations. Students are recommended for this class by their 6th grade teachers based on grades, CAT scores, success in class, and overall math ability. A pretest is given the first day or two of classes to all seventh graders in the fall to give another indication of potential class placement. If you would like to have some help on some of the PreAlgebra topics we cover, just click here. TextBook:
Holt 2003
This class is designed for the 'average' 7th grade students. Textbook: Holt, Rinehart, and Winston Middle School Math - Book 2 Copyright 2004 Classroom Notes
Objectives for 7th Grade Mathematics Transitions Mathematics, Zalman Usiskin & Others, Scott Foresman, 1992 DESCRIPTION
COURSE OBJECTIVES 1. Students will correctly read, pronounce, and round integers and decimals through the trillions place. (Nebraska Standard 8.1.1) 2. Students will apply relationships between fractions, decimals, and percents in a variety of situations by (8.1.2) a. Finding the
equivalencies between fractions, decimals, and percents. 3. Students will represent and use numbers in a variety of different forms by (8.1.3) a.
Writing numbers using exponential notation.. 4. Students will add, subtract, multiply, and divide decimals and proper, improper and mixed fractions with uncommon and common denominators both with and without the use of technology. (8.2.1)
5. Students will apply the order of operations to solve problems both with and without the use of technology by evaluating all types of numerical expressions, including grouping symbols and exponents. (8.2.4) 6. Students will select appropriate tools and properly measure quantities for length and width, area and perimeter, volume and capacity, weight and mass in both standard and metric units at the level of precision required. (8.3.1)
7. Students will convert units within measurement systems using proper conversion factors (standard and metric) by (8.3.2)
8. Students will identify, describe, compare, and classify geometric figures such as plane figures like polygons and circles; solid figures like prisms, pyramids, cones, spheres, and cylinders; and lines, line segments, rays, angles, parallel and perpendicular lines. (8.4.1) a. Students will make their own simple polyhedron from poster board. 9. Students will understand and apply the formulas to solve problems involving perimeter and area of a square, rectangle, parallelogram, trapezoid and triangle. (8.4.3) 10. Students will apply transformations to geometric figures such as translations or slides, rotations or turns, reflections or flips, and scale or dilate. (8.4.4) a. Students will make their own Escher tessellation by transforming a hexagon with a translation. 11. Students will collect, analyze, interpret, and display data by (8.5.1) 12. Determining and calculating the appropriate measure of central tendency to describe the data set. 13. Using appropriate representations of data such as graphs, tables, and charts. 14. Students will read and interpret tables, charts, and graphs to make comparisons, predictions, and inferences. (8.5.2) 15. Students will recognize appropriate use of statistical methods and appropriate use
of probability as a means or decision making by (8.5.4) WRITING ACTIVITIES 1. Students will write essays expounding their opinions or summarizing a math video watched in class. 2. Students will have to explain their method of solving a problem on homework worksheets. 3. Students will have to do an in-depth, special problem each quarter. Every step in the calculation is to be explained in written form. MULTICULTURAL ACTIVITIES 1. Special math videotapes, the "MathVantage" series from Sunburst, will be shown frequently. Various topics will relate mathematics to other cultures and bring out a variety of viewpoints. 2. A special bulletin board will highlight some of the contributions and unique features of different cultures. 3. The types of problems used to highlight specific math concepts will bring other cultures to attention. 4. The connection between Islamic art and the geometry of tessellations will be explored. |