Alpine Cyclist Problem Solving
 Description: Design a mountain race course that meets length and slope specifications using Pythagorean Theorem, slope, and scale.
 Ancient Pyramid Problem Solving
 Description: Build a pyramid that meets volume and surface area specifications.

 Area Concept Development
 Description: Learn that area is the size of the region enclosed within a plane figure. Understand how to calculate area and derive area formulas for common shapes.

 Bisection Concept Development
 Description: Understand and learn how to construct points, segments, and rays of bisection.

 Circumference Concept Development
 Description: Investigate and learn how to calculate circumference.

 Congruent Polygons Concept Development
 Description: Investigate congruency properties for line segments, angles, and polygons.

 Congruent Line Segments & Angles Concept Development
 Description: Examine how congruent angles have the same measure and learn how to construct congruent angles.

 Diagonals of a Polygon Concept Development
 Description: Explore how diagonals of a polygon join two nonconsecutive vertices and how to calculate the number of diagonals in a polygon.

 Flight Planning Problem Solving
 Description: Plan an optimal flight route that minimizes time and delay using algebraic equations, measurement, and fractions.

 Measurement Concept Development
 Description: Investigate how measurement is the assignment of values using units and explore how measurement can be found using instruments or obtained using calculations.

 Package Sorting Problem Solving
 Description: Program a scanner to recognize packages according to characteristic shape properties using sides, angles, and diagonals.

 Perimeter Concept Development
 Description: Examine how perimeter is the distance around a shape or figure and investigate perimiter formulas for some common shapes.

 Perpendicular Lines Concept Development
 Description: Explore how perpendicular lines intersect to form right angles and how the slopes of perpendicular lines equals negative one.

 Pythagorean Theorem Concept Development
 Description: Learn that the Pythagorean Theorem describes the relationship between the lengths of the sides of a right triangle. Discover visual and algebraic proofs. Apply the Pythagorean Formula to find missing side lengths. Derive the distance formula for points in the coordinate plane.

 Description: Understand how radius is the distance from the center of a circle to any point on the circle.

 Regular Polygons Concept Development
 Description: Understand that regular polygons are plane figures that are equilateral and equiangular.

 Similar Figures Concept Development
 Description: Explore the angle and side congruency of similar shapes.

 Surface Area Concept Development
 Description: Investigate surface area as the total area of the surface of a space figure. Derive surface area formulas for common three dimensional figures.

 Triangles: Angle Sum Theorem Concept Development
 Description: Discover that the angles in a triangle always sum to 180°. Prove the Triangle Sum Theorem visually and algebraically. Use the Triangle Sum Theorem to find missing angles in simple and compound triangles.

 Triangles: Classifying Concept Development
 Description: Understand that triangles can be classified by their sides and angles. Investigate and explore scalene, equilateral, isosceles, obtuse, right, and acute triangles.

 Volume Concept Development
 Description: Examine volume as the interior space of a three dimensional figure and derive volume formulas for common objects.