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SUPPLEMENTARY ANGLES PowerPoint Presentation
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SUPPLEMENTARY ANGLES

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SUPPLEMENTARY ANGLES

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  1. SUPPLEMENTARY ANGLES

  2. 2-angles that add up to 180 degrees.

  3. COMPLEMENTARY ANGLES

  4. 2-angles that add up to 90 degrees

  5. Vertical Angles

  6. Vertical Angles are Congruent to each other • <1 =<3 • <2=<4 • <1+<2=180 degrees • <2+<3=180 degrees • <3+<4=180 degrees • <4+<1=180 degrees

  7. PARALLEL LINES CUT BY A TRANSVERSAL

  8. SUM OF THE INTERIOR ANGLES OF A TRIANGLE

  9. 180 DEGREES

  10. EQUILATERAL TRIANGLE

  11. Triangle with equal angles and equal sides

  12. ISOSCELESTRIANGLE

  13. TRIANGLE WITH 2 SIDES = AND 2 BASE ANGLES =

  14. ISOSCELES RIGHT TRIANGLE

  15. RIGHT TRIANGLE WITH BC=CA and < A = <B

  16. EXTERIOR ANGLE THEOREM

  17. LARGEST ANGLE OF A TRIANGLE

  18. ACROSS FROM THE LONGEST SIDE

  19. SMALLEST ANGLE OF A TRIANGLE

  20. ACROSS FROM THE SHORTEST SIDE

  21. LONGEST SIDE OF A TRIANGLE

  22. ACROSS FROM THE LARGEST ANGLE

  23. SMALLEST SIDE OF A TRIANGLE

  24. ACROSS FROM THE SMALLEST ANGLE

  25. TRIANGLE INEQUALITY THEOREM

  26. The sum of 2-sides of a triangles must be larger than the 3rd side.

  27. PROPORTIONS IN THE RIGHT TRIANGLE

  28. (Upside down T!!!!) (Big Angle Small Angle!!!!!)

  29. CONCURRENCY OF THE THE ANGLE BISECTORS

  30. INCENTER

  31. CONCURRENCY OF THE PERPENDICULAR BISECTORS

  32. CIRCUMCENTER

  33. CONCURRENCY OF THE MEDIANS

  34. CENTROID MEDIANS ARE IN A RATIO OF 2:1

  35. CONCURRENCY OF THE ALTITUDES

  36. ORTHOCENTER

  37. Properties of a Parallelogram

  38. Parallelogram • Opposite sides are congruent. • Opposite sides are parallel. • Opposite angles are congruent. • Diagonals bisect each other. • Consecutive (adjacent) angles are supplementary (+ 180 degrees). • Sum of the interior angles is 360 degrees.

  39. Properties of a Rectangle

  40. Rectangle • All properties of a parallelogram. • All angles are 90 degrees. • Diagonals are congruent.

  41. Properties of a Rhombus

  42. Rhombus • All properties of a parallelogram. • Diagonals are perpendicular (form right angles). • Diagonals bisect the angles.

  43. Properties of a Square

  44. Square • All properties of a parallelogram. • All properties of a rectangle. • All properties of a rhombus.

  45. Properties of an Isosceles Trapezoid

  46. Isosceles Trapezoid • Diagonals are congruent. • Opposite angles are supplementary + 180 degrees. • Legs are congruent

  47. Median of a Trapezoid