- 0-Teacher as designer of quality digital learning resources
- Big Picture
- Quality Considerations : Example 1 Bearings
- Quality Consideration Example 2 : Properties of Circles
- Quality Consideration Example 3 Trigonometric Ratios of General Angles. Arc Length
- Quality Consideration : Example 4 Mastery through self assessment
- The Future is almost here.
- Post Conference ( 3 years since) materials
0-Teacher as designer of quality digital learning resources
- Author:
- Lew W. S.
GeoGebra Global Gathering 2017 Presentation
Wednesday, 19 July 2017 Teacher Education - 9:45 to 11:20 - Room S2 - 3
10:35 - 10:55 Vincent Lew (Singapore) Teacher as designer of quality digital learning resources using GeoGebra.
Table of Contents
Big Picture
Quality Considerations : Example 1 Bearings
Quality Consideration Example 2 : Properties of Circles
Quality Consideration Example 3 Trigonometric Ratios of General Angles. Arc Length
- Trigonometric Ratios and Reference Angles of General Angles
- Trigonometric Ratios and Reference Angles of General Angles
- Trigonometric Ratios of General Angles and Reference Angle
- Trigonometric Ratios of Rotation and Reference Angles
- Trigonometric ratio of general angles
- The 6 Trigonometric Functions of a General Angle
- Trigonometric Ratios of Rotation and Reference Angles的副本
- Arc length: Quick Investigation
- Relationship between Arc Length, Radius and Angle (in degrees)
Quality Consideration : Example 4 Mastery through self assessment
The Future is almost here.
Post Conference ( 3 years since) materials
- Explore Golden Ratio in Real Life Objects (Full Toolbar Enabled Online)
- Photosynthesis - Rate vs Light Intensity (Updated)
- Comparing Fractions
- Space Invasion - Negative Numbers Multiplication
- Self Review : Add Subtract Negative Numbers (v.2)
- Distance Time Graph For Self Directed Learning
- Links to Applets on Circle Properties
- Graphing of Polynomial Functions Point by Point
- Speed Time Graph for Self Directed Learning (Customizable)
- Relationship between Arc length, Area of Sector, Radius and Angle (in degrees)
- Graphing Linear Functions (II)
- Linear Functions : Input Variable x and Output Variable y
- Input and Output of Graphs of Linear Functions
- Solve Simple Linear Equations (II)