curriculumteam1306 Works
Changes Over Rational Intervals: Equilateral Triangles and Mode
Skeptical Visual Reasoning: Incircle Geometry, Scatter and Histograms
Dilation-Based Splitting of Triangle Sides (Part 1)
Connecting Factors and Zeros: Exploring Quadratic Functions
Applications of Logarithmic Functions: Geometric Mean & Expected Value
Dynamic Geometry: Changing a Vertex
Understanding Decay: Modeling Decreasing Change with Functions
Using Vertex Form Quadratic Expressions to Solve Problems
Evaluating Logarithmic Expressions with Geometric Construction
IM Geo 8.9 Practice: Using Tables for Conditional Probability
Finding Unknown Coordinates on the Unit Circle via Trig Equations
When and Why We Write Quadratic Equations: Modeling via Geometry
Parallel Lines in the Plane: Construction and Angle-Checks
Distances and Circles: IM Geo.6.4 Lesson
Surface Area and Volume Practice: Visualizing Solid Measures
Circles in Triangles: Geometric Construction
Scaling and Area in Similar Figures: A GeoGebra Exploration
Geometric Introduction to Trigonometric Functions: Angles, Circles, and Rotation
Using Radians in Geometry
Solving Problems with Systems of Linear Inequalities in Two Variables (IM Algebr
Representing the same geometry with different mathematical forms: Orthocenter, c
GeoGebra Lesson: Building a Pyramid Volume Formula
Geometry Transformation Practice: Finding Unknown Inputs
“Growing and Growing” with Power Functions
Function Symmetry in Action: From Point Clouds to Symmetric Layouts
Reducing Margin of Error with Random Trials and Trigonometric Geometry
Rigid Transformations in the Plane: A Geometry Construction Practice
Prisms Practice: Building Solids from Base Polygons to Coordinates
Graphical Practice Solving Quadratic Equations with Parabolas
Practice: Quadrilaterals in Circles—Properties to Construct and Check
Unit Circle Part 2: Geometric construction for trig correspondence
GeoGebra Lesson: Working with Trigonometric Ratios (IM Geo.4.6)
Modeling with Systems of Inequalities in Two Variables Practice
Reflecting Functions Practice: Symmetry Transform of Graphs
Proving the Pythagorean Theorem with 3D Geometric Visualization (Geo.3.14)
Are All the Triangles Similar?
Histogram Areas: Interpreting Distribution via Bar Regions
Graphs Representing Situations: Key Points, Division, and Area
Visual check of non-equivalent equations via function graphs
IM Algebra 1.3.6 Practice: Residuals
Geometric Exploration of “How Many Solutions?” with Piecewise Functions
Slicing Solids Practice: Constructing Cross-Sections
Applications of Logarithmic Functions: A GeoGebra Visual Study
Geometry Proof Practice
Practice with Prisms and Pyramids: Building and Visual Properties
Trigonometric Graph Features (Part 2): Visualizing Period and Phase Changes
Angles and Steepness: Linking Line Angles to Slope in GeoGebra
A New Kind of Number: Median, Histograms, and Piecewise Functions
IM Geo.8.4 Practice: Tables of Relative Frequencies
Modeling Exponential Behavior in GeoGebra (Fitting & Regression)
Changes Over Rational Intervals: Geometry-Based Exploration of a Parabola
Sine and Cosine in the Same Right Triangle (Same Reference View)
Practice: Using Negative Exponents with GeoGebra
Congruent Circles and Triangle Construction
Data Modeling: Building Function Models with Parabolas, Exponentials, and Hyperb
Proving the Pythagorean Theorem with Geometric Rearrangement (GeoGebra)
Geometric Meaning of Complex Number Multiplication: Practice and Visualization
IM Geo.8.7 Practice: Related Events
Using Quadratic Equations to Model and Solve Problems
Geometry Construction: Angle Bisector