Section A: Inputs and Outputs
Lesson 1: Inputs and Outputs
Let’s make some rules.
Lesson 2: Introduction to Functions
Let’s learn what a function is.
Section B: Representing and Interpreting Functions
Lesson 3: Equations for Functions
Let’s find outputs from equations.
Lesson 4: Tables, Equations, and Graphs of Functions
Let’s connect equations and graphs of functions.
Lesson 5: More Graphs of Functions
Let’s interpret graphs of functions.
Lesson 6: Even More Graphs of Functions
Let’s draw a graph from a story.
Lesson 7: Connecting Representations of Functions
Let’s connect tables, equations, graphs, and stories of functions.
Section C: Linear Functions and Rates of Change
Lesson 8: Linear Functions
Let’s investigate linear functions.
Lesson 9: Linear Models
Let’s model situations with linear functions.
Lesson 10: Piecewise Linear Functions
Let’s explore functions built out of linear pieces.
Section D: Cylinders and Cones
Lesson 11: Filling Containers
Let’s fill containers with water.
Lesson 12: How Much Will Fit?
Let’s reason about the volume of different shapes.
Lesson 13: The Volume of a Cylinder
Let’s explore cylinders and their volumes.
Lesson 14: Finding Cylinder Dimensions
Let’s figure out the dimensions of cylinders.
Lesson 15: The Volume of a Cone
Let’s explore cones and their volumes.
Lesson 16: Finding Cone Dimensions
Let’s figure out the dimensions of cones.
Section E: Dimensions and Spheres
Lesson 17: Scaling One Dimension
Let’s see how changing one dimension changes the volume of a shape.
Lesson 18: Scaling Two Dimensions
Let’s change more dimensions of shapes.
Lesson 19: Estimating a Hemisphere
Let’s estimate volume of hemispheres with figures we know.
Lesson 20: The Volume of a Sphere
Let’s explore spheres and their volumes.
Lesson 21: Cylinders, Cones, and Spheres
Let’s find the volume of shapes.
Section F: Let’s Put It to Work
Lesson 22: Volume as a Function of …
Let’s compare water heights in different containers.