1. Bellwork  Is it possible to trace the following figure without retracing any lines and without lifting your pencil from the paper? If yes, trace the route. If not, explain why it is not possible  Solve for x 3 7 9 x Clickers

2. Bellwork Solution  Is it possible to trace the following figure without retracing any lines and without lifting your pencil from the paper? If yes, trace the route. If not, explain why it is not possible

3. Bellwork Solution  Solve for x 3 7 9 x

5. Tested Concepts Polygon Interior and Exterior angles theorem Properties of parallelograms, rectangles, rhombuses and squares Properties of trapezoids, isosceles trapezoids and kites Proving a quadrilateral is a parallelogram, trapezoid or neither based on points Proofs of theorems for special quadrilaterals Identification of quadrilaterals (by picture) Identification of quadrilaterals that fit a certain criteria Finding angles in a kite using trig ratios Perform transformations and combinations of transformations Perform transformations and combinations of transformations via matrix Identify transformations Identify compound transformations Write equations of circles Identify circles by equation Write equations of parabolas Find focus & directrix of parabolas based on equations

6. Question #1 Solve for x 105 75 145 130 120 x

7. Question #2 Solve for x 3x 5x 35 53 85 2x

8. Question #3 What is the value of x? Vertex Axis of symmetry

9. Question #4 What is the value of x? Vertex Axis of symmetry

10. Question #5 What value of x makes the object a rectangle? Vertex Axis of symmetry

11. Question #6 Solve for x? Vertex Axis of symmetry

12. Question #7 For what value of x, does the trapezoid become isosceles 71 o 3x-2

13. Question #8 What is the measure of the missing angles? 120 o B 15 A 40 o

14. Question #9 Solve for the midsegment AB AB 31 25

15. Question #10 Solve for x AB 3x-4 2x+1 31

16. Question #11 What is the name of this object

17. Question #12 What is the name of this object?

18. Question #13 Which quadrilaterals have perpendicular bisectors? A.Kites, Trapezoids, Rhombuses B.Rhombuses, Rectangles, Squares C.Kites, Rhombuses D.Kites, Rhombuses, Squares

19. Question #14 Which quadrilaterals have congruent bisected diagonals? A.Kites, Rectangles, Squares B.Rhombuses, Rectangles, Squares C.Rectangles, Rhombuses D.Rectangles, Squares

20. Example What theorem would we use to show that the quadrilateral is a parallelogram? Vertex Axis of symmetry

21. Example What theorem would we use to show that the quadrilateral is a parallelogram? Vertex Axis of symmetry

22. Example What theorem would we use to show that the quadrilateral is a parallelogram? Vertex Axis of symmetry

23. Example What theorem would we use to show that the quadrilateral is a parallelogram? Vertex Axis of symmetry

24. Example What value of x, makes the quadrilateral a parallelogram? Vertex Axis of symmetry

25. Bellwork  Solve for x 5x-4=3x+10 x 2 -3x-10=0 4x-3+5x-7+8x-12=360 Clickers

26. Bellwork Solution  Solve for x 5x-4=3x+10

27. Bellwork Solution  Solve for x x 2 -3x-10=0

28. Bellwork Solution  Solve for x 4x-3+5x-7+8x-12=360