Chi Tran, Jun 9, 2014

• 1. Congruence by Rigid Motions
• 2. Coordinate Activity : Submarine
• 3. Investigating Dilation & Scale Factors
• 4. Investigating Reflection over the X-Axis
• 5. Investigating Reflection over the Y-Axis
• 6. Investigation Reflection over Diagonals
• 7. Investigation Translations
• 8. Similarity by Dilation & Rotation
• 9. Perimeter Scale Factor vs Area Scale Factor
• 10. The Square Tangram Puzzle
• 11. Effects of scaling on volume.
• 12. Midpoint Coordinate
• 13. Calculate Endpoint Given Midpoint
• 14. Investigate Right Triangle Ratios
• 15. Graph the Circle in Standard Equation
• 16. Investigating the Equation of a Circle
• 17. Cavalieri's Principle with Different Pyramids
• 18. Cone & Cylinder by Revolution
• 19. Cross Sections of a Rectangular Prism
• 20. Cross Sections of a Rectangular Pyramid
• 21. Dissecting a triangular prism into 3 equal-volume pyramids
• 22. Identify lines of symmetry
• 23. Rotational Symmetry of Quadrilaterals
• 24. Perpendicular bisector
• 25. Equilateral Triangle
• 26. Isosceles Triangle
• 27. Triangle Inequality
• 28. Triangle Sum
• 29. Relationship: Angles and Sides in aTriangle
• 30. Investigating Midsegments in a Triangle
• 31. Centroid Lab
• 32. Locating the Centroid of a Triangle
• 33. Cyclic Quadrilateral
• 34. Properties of a Parallelogram
• 35. Dilation & Triangle Similarity
• 36. 45-45-90 Triangle
• 37. Trig ratios
• 38. Special Right Triangles
• 39. Similar Right Triangles
• 40. Folding and lines of symmetry in the square
• 41. Line Symmetries and the Quadrilaterals
• 42. Congruence with Rigid Transformations
• 43. Find the Hypotenuse
• 44. Pythagorean Theorem
• 45. Acute angles in a right triangle
• 46. Pythagorean Theorem Right Angle
• 47. Similar Circles
• 48. Tangents of a Circle
• 49. Radian Measure
• 50. Vertical Angles
• 51. Complementary Supplementary Angles
• 52. Corresponding Angles
• 53. Alternate Interior Angles
• 54. Similar Triangles
• 55. Inscribed Angle
• 56. Trig as Ratios
• 57. Prisms