SNAP - Alberta Mathematics 31
The Student Notes and Problems (SNAP) Workbook for Mathematics 31 is specifically designed to support classroom instruction and provide students with additional examples, practice exercises, and tests. It is 100% aligned with the Alberta curriculum and is ideal for use all year long at school and at home. The SNAP Mathematics 31 covers the following topics:
- Pre-Calculus
- Limits
- Derivatives and Derivative Theorems
- Derivatives of Trigonometric, Logarithmic, and Exponential Functions
- Extreme Values and Curve Sketching
- Applications of Derivatives
- Antiderivatives and Area
- Methods of Integration and Applications
Each unit of the workbook includes the following features:
- A unit opener page that summarizes the curriculum outcomes to be addressed, identifies the lesson titles, and lists the prerequisite knowledge and skills students should have prior to beginning the unit
- Lessons that provide essential teaching pieces, explanations of the concepts, example problems, and detailed solutions
- Notes bars that contain key definitions, formulas, reminders, and important steps or procedures
- Practice exercises with questions related to the curriculum outcomes that allow students an opportunity to apply the concepts
- Detailed solutions for all odd numbered questions, allowing teachers to use even numbered questions for classroom assessments
- A review summary that provides a succinct review of the key concepts in the unit
- One or more practice tests that students can use to assess their understanding of the unit concepts
The Student Notes and Problems (SNAP) Workbook for Mathematics 31 is specifically designed to support classroom instruction and provide students with additional examples, practice exercises, and tests. It is 100% aligned with the Alberta curriculum and is ideal for use all year long at school and at home. The SNAP Mathematics 31 covers the following topics:
- Pre-Calculus
- Limits
- Derivatives and Derivative Theorems
- Derivatives of Trigonometric, Logarithmic, and Exponential Functions
- Extreme Values and Curve Sketching
- Applications of Derivatives
- Antiderivatives and Area
- Methods of Integration and Applications
Each unit of the workbook includes the following features:
- A unit opener page that summarizes the curriculum outcomes to be addressed, identifies the lesson titles, and lists the prerequisite knowledge and skills students should have prior to beginning the unit
- Lessons that provide essential teaching pieces, explanations of the concepts, example problems, and detailed solutions
- Notes bars that contain key definitions, formulas, reminders, and important steps or procedures
- Practice exercises with questions related to the curriculum outcomes that allow students an opportunity to apply the concepts
- Detailed solutions for all odd numbered questions, allowing teachers to use even numbered questions for classroom assessments
- A review summary that provides a succinct review of the key concepts in the unit
- One or more practice tests that students can use to assess their understanding of the unit concepts
The Student Notes and Problems (SNAP) Workbook for Mathematics 31 is specifically designed to support classroom instruction and provide students with additional examples, practice exercises, and tests. It is 100% aligned with the Alberta curriculum and is ideal for use all year long at school and at home. The SNAP Mathematics 31 covers the following topics:
- Pre-Calculus
- Limits
- Derivatives and Derivative Theorems
- Derivatives of Trigonometric, Logarithmic, and Exponential Functions
- Extreme Values and Curve Sketching
- Applications of Derivatives
- Antiderivatives and Area
- Methods of Integration and Applications
Each unit of the workbook includes the following features:
- A unit opener page that summarizes the curriculum outcomes to be addressed, identifies the lesson titles, and lists the prerequisite knowledge and skills students should have prior to beginning the unit
- Lessons that provide essential teaching pieces, explanations of the concepts, example problems, and detailed solutions
- Notes bars that contain key definitions, formulas, reminders, and important steps or procedures
- Practice exercises with questions related to the curriculum outcomes that allow students an opportunity to apply the concepts
- Detailed solutions for all odd numbered questions, allowing teachers to use even numbered questions for classroom assessments
- A review summary that provides a succinct review of the key concepts in the unit
- One or more practice tests that students can use to assess their understanding of the unit concepts
