What are the characteristics of angles and sides that will create geometric shapes, especially triangles?

What two-dimensional figures can be made by slicing cones, prisms, cylinders, and pyramids by planes?

How are the diameter and circumference of a circle related?

What is pi? How does it relate to the circumference and diameter of a circle?

How can the circumference of a circle be calculated?

How do the areas of squares relate to the area of circles?

How is the formula for the area of a circle related to the formula for the area of a parallelogram?

Why is the area of a circle measured in "square units" when a circle isn't square?

How can the special angle relationships - supplementary, complementary, vertical, and adjacent,- be used to write and solve equations for multi-step problems?

How are the perimeter and area of a shape related?

How are the areas of geometric figures related to each other?

How can the formulas for the areas of plane figures be used to solve problems?

What strategies can be used to find area of regular and irregular polygons without having a specific formula?

What two-dimensional figures can be made by slicing cones, prisms, cylinders, and pyramids by planes?

- What two-dimensional figures can be made by slicing a cube by planes?

How are the diameter and circumference of a circle related?

What is pi? How does it relate to the circumference and diameter of a circle?

How can the circumference of a circle be calculated?

How do the areas of squares relate to the area of circles?

How is the formula for the area of a circle related to the formula for the area of a parallelogram?

Why is the area of a circle measured in "square units" when a circle isn't square?

How can the special angle relationships - supplementary, complementary, vertical, and adjacent,- be used to write and solve equations for multi-step problems?

How are the perimeter and area of a shape related?

How are the areas of geometric figures related to each other?

How can the formulas for the areas of plane figures be used to solve problems?

What strategies can be used to find area of regular and irregular polygons without having a specific formula?