Browsing คณิตศาสตร์ by Issue Date
Now showing items 111 of 11

Felder, Kenny M. (Connexions : Rice University, Houston, Texas, March 31, 2011)[more][less]
Abstract: This is the Conceptual Explanations part of Kenny Felder's course in Advanced Algebra II. It is intended for students to read on their own to refresh or clarify what they learned in class. This text is designed for use with the "Advanced Algebra II: Homework and Activities" and the "Advanced Algebra II: Teacher's Guide" collections (coming soon) to make up the entire course. Description: Material Type: Textbooks URI: http://dl.kidsd.org/handle/123456789/2907 Files in this item: 1
col10624.pdf (1.037Mb) 
Ellis, Wade; Burzynski, Denny (Connexions, April 18, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. Operations with algebraic expressions and numerical evaluations are introduced in this chapter. Coe cients are described rather than merely de ned. Special binomial products have both literal and symbolic explanations and since they occur so frequently in mathematics, we have been careful to help the student remember them. In each example problem, the student is "talked" through the symbolic form. Objectives of this module: understand the concept of like terms, be able to combine like terms, be able to simplify expressions containing parentheses. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2932 Files in this item: 1
m21854.pdf (202.2Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, April 26, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The basic opera tions with real numbers are presented in this chapter. The concept of absolute value is discussed both geometrically and symbolically. The geometric presentation o ers a visual understanding of the meaning of x. The symbolic presentation includes a literal explanation of how to use the de nition. Negative exponents are developed, using reciprocals and the rules of exponents the student has already learned. Scienti c notation is also included, using unique and reallife examples. Objectives of this module: be able to multiply and divide signed numbers. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2933 Files in this item: 1
m21872.pdf (183.5Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 19, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The basic opera tions with real numbers are presented in this chapter. The concept of absolute value is discussed both geometrically and symbolically. The geometric presentation o ers a visual understanding of the meaning of x. The symbolic presentation includes a literal explanation of how to use the de nition. Negative exponents are developed, using reciprocals and the rules of exponents the student has already learned. Scienti c notation is also included, using unique and reallife examples. Objectives of this module: be able to convert a number from standard form to scienti c form and from scienti c form to standard form, be able to work with numbers in scienti c notation. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2934 Files in this item: 1
m21879.pdf (190.8Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 19, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The basic op erations with real numbers are presented in this chapter. The concept of absolute value is discussed both geometrically and symbolically. The geometric presentation o ers a visual understanding of the meaning of x. The symbolic presentation includes a literal explanation of how to use the de nition. Negative exponents are developed, using reciprocals and the rules of exponents the student has already learned. Scienti c notation is also included, using unique and reallife examples. Objectives of this module: understand the de nition of subtraction, be able to subtract signed numbers. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2935 Files in this item: 1
m21877.pdf (193.6Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 19, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The basic opera tions with real numbers are presented in this chapter. The concept of absolute value is discussed both geometrically and symbolically. The geometric presentation o ers a visual understanding of the meaning of x. The symbolic presentation includes a literal explanation of how to use the de nition. Negative exponents are developed, using reciprocals and the rules of exponents the student has already learned. Scienti c notation is also included, using unique and reallife examples. This module contains a summary of the key concepts in the chapter "Basic Operations with Real Numbers". Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2936 Files in this item: 1
m21881.pdf (130.8Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 19, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The symbols, notations, and properties of numbers that form the basis of algebra, as well as exponents and the rules of exponents, are introduced in this chapter. Each property of real numbers and the rules of exponents are expressed both symbolically and literally. Literal explanations are included because symbolic expla nations alone may be di cult for a student to interpret. This module contains the exercise supplement for the chapter "Basic Properties of Real Numbers". Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2937 Files in this item: 1
m21891.pdf (210.6Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 19, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The symbols, notations, and properties of numbers that form the basis of algebra, as well as exponents and the rules of exponents, are introduced in this chapter. Each property of real numbers and the rules of exponents are expressed both symbolically and literally. Literal explanations are included because symbolic explana tions alone may be di cult for a student to interpret. Objectives of this module: understand exponential notation, be able to read exponential notation, understand how to use exponential notation with the order of operations. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2938 Files in this item: 1
m21883.pdf (207.0Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 19, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The symbols, notations, and properties of numbers that form the basis of algebra, as well as exponents and the rules of exponents, are introduced in this chapter. Each property of real numbers and the rules of exponents are expressed both symbolically and literally. Literal explanations are included because symbolic ex planations alone may be di cult for a student to interpret. Topics covered in this module: understand the difference between variables and constants, be familiar with the symbols of operation, equality, and inequality, be familiar with grouping symbols, be able to correctly use the order of operations. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2939 Files in this item: 1
m18872.pdf (178.0Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 19, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. The symbols, notations, and properties of numbers that form the basis of algebra, as well as exponents and the rules of exponents, are introduced in this chapter. Each property of real numbers and the rules of exponents are expressed both symbolically and literally. Literal explanations are included because symbolic expla nations alone may be di cult for a student to interpret. Objectives of this module: be familiar with the real number line and the real numbers, understand the ordering of the real numbers. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2940 Files in this item: 1
m21895.pdf (340.6Kb) 
Ellis, Wade; Burzynski, Denny (Connexions, May 20, 2011)[more][less]
Abstract: This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. This chapter contains many examples of arithmetic techniques that are used directly or indirectly in algebra. Since the chapter is intended as a review, the problemsolving techniques are presented without being developed. Therefore, no work space is provided, nor does the chapter contain all of the pedagogical features of the text. As a review, this chapter can be assigned at the discretion of the instructor and can also be a valuable reference tool for the student. Description: Course Type: Learning ModuleMaterial Type: Readings URI: http://dl.kidsd.org/handle/123456789/2941 Files in this item: 1
m18882.pdf (132.7Kb)
Now showing items 111 of 11