This course focuses on the methodology and assessment strategies that enhance learning in P-8 mathematics. Topics include an overview of mathematics content and process standards, developmentally effective instructional strategies, assessment, and classroom and materials management.
Identify the content and process standards in P-8 mathematics.
Apply national and local mathematics standards to instruction and assessment.
Describe the importance of pattern recognition in understanding mathematics.
Demonstrate the use of manipulatives to teach recognition and extension of patterns.
Problem Solving and Reasoning
Analyze the process for successful problem solving.
Analyze strategies for facilitating problem solving activities.
Create activities designed to help students develop reasoning and logic skills.
Explain the concept of number and number sense.
Demonstrate the use of manipulatives to teach counting and number relationships.
Analyze concepts related to place value.
Demonstrate the use of manipulatives to teach the concept of place value.
Whole Numbers, Fractions, and Decimals
Analyze concepts related to whole numbers, fractions, and decimals.
Demonstrate the use of manipulatives to teach concepts related to whole numbers, fractions, and decimals.
Demonstrate the use of manipulatives to teach computation using whole numbers, fractions, and decimals.
Evaluate strategies for teaching measurement concepts.
Probability and Data Analysis
Evaluate techniques for teaching concepts related to probability and data analysis.
Geometry and Spatial Sense
Solve problems using geometric concepts and models.
Evaluate strategies for teaching geometry concepts.
Evaluate assessment techniques, tools, and strategies used to evaluate student learning in mathematics.
Classroom and Materials Management
Evaluate classroom and materials management as it relates to mathematics instruction.
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Transferability of credit is at the discretion of the receiving institution. It is the student’s responsibility to confirm whether or not credits earned at University of Phoenix will be accepted by another institution of the student’s choice.
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