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Bellwork Bellwork

Bellwork - PowerPoint Presentation

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Uploaded On 2016-07-04

Bellwork - PPT Presentation

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 ID: 389617

solve question axis symmetry question solve symmetry axis vertex bellwork rhombuses transformations rectangles squares quadrilateral parallelogram theorem kites quadrilaterals

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Presentation Transcript

Slide1

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 possibleSolve for x

3

7

9

x

ClickersSlide2

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 possibleSlide3

Bellwork Solution

Solve for x

3

7

9

xSlide4

Unit 4

Mastery Test on FridaySlide5

Tested Concepts

Polygon Interior and Exterior angles theoremProperties of parallelograms, rectangles, rhombuses and squaresProperties of trapezoids, isosceles trapezoids and kites

Proving a quadrilateral is a parallelogram, trapezoid or neither based on pointsProofs of theorems for special quadrilaterals

Identification of quadrilaterals (by picture)Identification of quadrilaterals that fit a certain criteriaFinding angles in a kite using trig ratios

Perform transformations and combinations of transformationsPerform transformations and combinations of transformations via matrix

Identify transformationsIdentify compound transformations

Write equations of circlesIdentify circles by equationWrite equations of parabolas

Find focus & directrix of parabolas based on equationsSlide6

Question #1

Solve for x

105

75

145

130

120

xSlide7

Question #2

Solve for x

3x

5x

35

53

85

2xSlide8

Question #3

What is the value of x?

Vertex

Axis of symmetrySlide9

Question #4

What is the value of x?

Vertex

Axis of symmetrySlide10

Question #5

What value of x makes the object a rectangle?

Vertex

Axis of symmetrySlide11

Question #6

Solve for x?

Vertex

Axis of symmetrySlide12

Question #7

For what value of x, does the trapezoid become isosceles

71

o

3x-2Slide13

Question #8

What is the measure of the missing angles?

120

o

B

15

A

40

oSlide14

Question #9

Solve for the midsegment AB

A

B

31

25Slide15

Question #10

Solve for x

A

B

3x-4

2x+1

31Slide16

Question #11

What is the name of this object Slide17

Question #12

What is the name of this object? Slide18

Question #13

Which quadrilaterals have perpendicular bisectors?

Kites, Trapezoids, RhombusesRhombuses, Rectangles, Squares

Kites, RhombusesKites, Rhombuses, Squares Slide19

Question #14

Which quadrilaterals have congruent bisected diagonals?

Kites, Rectangles, SquaresRhombuses, Rectangles, Squares

Rectangles, RhombusesRectangles, Squares Slide20

Example

What theorem would we use to show that the quadrilateral is a parallelogram?

Vertex

Axis of symmetrySlide21

Example

What theorem would we use to show that the quadrilateral is a parallelogram?

Vertex

Axis of symmetrySlide22

Example

What theorem would we use to show that the quadrilateral is a parallelogram?

Vertex

Axis of symmetrySlide23

Example

What theorem would we use to show that the quadrilateral is a parallelogram?

Vertex

Axis of symmetrySlide24

Example

What value of x, makes the quadrilateral a parallelogram?

Vertex

Axis of symmetrySlide25

Bellwork

Solve for x5x-4=3x+10x2-3x-10=04x-3+5x-7+8x-12=360

ClickersSlide26

Bellwork Solution

Solve for x5x-4=3x+10Slide27

Bellwork Solution

Solve for xx2-3x-10=0Slide28

Bellwork Solution

Solve for x4x-3+5x-7+8x-12=360