Mathematics for Elementary Teachers: A Conceptual Approach
10th EditionISBN10: 0078035651
ISBN13: 9780078035654
Copyright: 2016
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The estimated amount of time this product will be on the market is based on a number of factors, including faculty input to instructional design and the prior revision cycle and updates to academic research-which typically results in a revision cycle ranging from every two to four years for this product. Pricing subject to change at any time.
Program Details
Mathematics for Elementary Teachers: A Conceptual Approach, 10th Edition
Chapter 1: Problem Solving
1.1 Introduction to Problem Solving
1.2 Patterns and Problem Solving
Chapter 2: Sets and Reasoning
2.1 Sets and Venn Diagrams
2.2 Introduction to Deductive Reasoning
Chapter 3: Whole Numbers
3.1 Numeration Systems
3.2 Addition and Subtraction
3.3 Multiplication
3.4 Division and Exponents
Chapter 4: Number Theory
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
Chapter 5: Integers and Fractions
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
1.1 Introduction to Problem Solving
1.2 Patterns and Problem Solving
Chapter 2: Sets and Reasoning
2.1 Sets and Venn Diagrams
2.2 Introduction to Deductive Reasoning
Chapter 3: Whole Numbers
3.1 Numeration Systems
3.2 Addition and Subtraction
3.3 Multiplication
3.4 Division and Exponents
Chapter 4: Number Theory
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
Chapter 5: Integers and Fractions
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
2.1 Sets and Venn Diagrams
2.2 Introduction to Deductive Reasoning
3.1 Numeration Systems
3.2 Addition and Subtraction
3.3 Multiplication
3.4 Division and Exponents
Chapter 4: Number Theory
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
Chapter 5: Integers and Fractions
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
8.3 Counting, Permutations, and Combinations
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
10.3 Space Figures
10.4 Symmetric Figures
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
12.3 Similarity Mappings
Mathematics for Elementary Teachers: A Conceptual Approach, 10th Edition
Chapter 1: Problem Solving
1.1 Introduction to Problem Solving
1.2 Patterns and Problem Solving
Chapter 2: Sets and Reasoning
2.1 Sets and Venn Diagrams
2.2 Introduction to Deductive Reasoning
Chapter 3: Whole Numbers
3.1 Numeration Systems
3.2 Addition and Subtraction
3.3 Multiplication
3.4 Division and Exponents
Chapter 4: Number Theory
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
Chapter 5: Integers and Fractions
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
1.1 Introduction to Problem Solving
1.2 Patterns and Problem Solving
Chapter 2: Sets and Reasoning
2.1 Sets and Venn Diagrams
2.2 Introduction to Deductive Reasoning
Chapter 3: Whole Numbers
3.1 Numeration Systems
3.2 Addition and Subtraction
3.3 Multiplication
3.4 Division and Exponents
Chapter 4: Number Theory
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
Chapter 5: Integers and Fractions
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
2.1 Sets and Venn Diagrams
2.2 Introduction to Deductive Reasoning
3.1 Numeration Systems
3.2 Addition and Subtraction
3.3 Multiplication
3.4 Division and Exponents
Chapter 4: Number Theory
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
Chapter 5: Integers and Fractions
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
4.1 Factors and Multiples
4.2 Greatest Common Factor and Least Common Multiple
5.1 Integers
5.2 Introduction to Fractions
5.3 Operations with Fractions
Chapter 6: Decimals: Rational and Irrational Numbers
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
Chapter 7: Statistics
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
6.1 Decimals and Rational Numbers
6.2 Operations with Decimals
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
6.3 Ratio, Percent, and Scientific Notation
6.4 Irrational and Real Numbers
7.1 Collecting and Graphing Data
7.2 Describing and Analyzing Data
7.3 Sampling, Predictions, and Simulations
Chapter 8: Probability and Counting
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
Chapter 9: Algebra
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
8.1 Single-Stage Experiments
8.2 Multistage Experiments
8.3 Counting, Permutations, and Combinations
8.3 Counting, Permutations, and Combinations
9.1 Problem Solving with Algebra
9.2 Coordinates, Slope, and Lines
9.3 Functions and Graphs
Chapter 10: Geometric Figures
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
Chapter 11: Measurement
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
10.1 Plane Figures
10.2 Polygons and Tessellations
10.3 Space Figures
10.4 Symmetric Figures
10.3 Space Figures
10.4 Symmetric Figures
10.1 Systems of Measurement
11.2 Area and Perimeter
11.3 Volume and Surface Area
Chapter 12: Transformations: Constructions, Congruence and Similarity Mapping
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
12.1 Congruence and Constructions
12.2 Congruence Mappings
12.3 Similarity Mappings
12.3 Similarity Mappings
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