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Daily Check (2 pts each) Which point of concurrency is equidistant to the vertices of a triangle? Which 2 points of concurrency are always inside the triangle?

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Presentation on theme: "Daily Check (2 pts each) Which point of concurrency is equidistant to the vertices of a triangle? Which 2 points of concurrency are always inside the triangle?"— Presentation transcript:

1 Daily Check (2 pts each) Which point of concurrency is equidistant to the vertices of a triangle? Which 2 points of concurrency are always inside the triangle? 13 3. Find the length of NP. 24

2 EOCT Practice Question of the Day

3 What four things do we know about all parallelograms?
GPS Geometry Day 9 ( ) UNIT QUESTION: What are the properties and characteristics of polygons? Standard: MM1G1.e. Today’s Question: What four things do we know about all parallelograms? Standard: MM1G.1.e.

4 The prefix QUADR means 4. Quadrant Quadruple Quadricepts Quadrilateral

5 To name a quadrilateral...
list the vertices in order, like the sweeping hands of a clock. QUAD UADQ U Q ADQU A D DQUA

6 Consecutive C B Consecutive Sides A D One after the other

7 Consecutive C B Consecutive Vertices A D One after the other

8 Segment with two nonconsecutive vertices
Diagonal C B A D Segment with two nonconsecutive vertices

9 Find x.

10 Find x.

11 Washington, D.C. United States Capitol Washington Monument
Name the attraction that is located on a diagonal. Name the attractions that are located on the vertices. Washington Monument Jefferson Memorial White House Lincoln Memorial

12 You MUST memorize (learn) the 5 properties of parallelograms.

13 Opposite angles are congruent
5-8 Parallelograms Opposite angles are congruent

14 Consecutive angles are supplementary.
ADD UP TO 180 Consecutive angles are supplementary.

15 Opposite sides are congruent

16 Diagonals bisect each other.
This cuts the diagonals into two equal parts.

17 23 K L 15 N M

18 23 K L 15 N M

19 23 K L 15 N M

20 K L P N M

21 Parallelogram Workbook Practice 5-8 #1-12

22 How do you know if you have one?

23 Is this a parallelogram?
How do you know for sure?

24 Is this a parallelogram?
How do you know for sure?

25 Is this a parallelogram?
How do you know for sure?

26 There are 6 different ways
1.BOTH pairs of opposite sides are parallel 2.BOTH pairs of opposite sides are congruent 3. BOTH pairs of opposite angles are congruent 4.ONE angle is supplementary to BOTH consecutive angles 5.diagonals BISECT each other 6. ONE pair of opposite sides are CONGRUENT & PARALLEL

27 Do you have enough information?
Yes Yes 6 No Yes

28 Do you have enough information?
50° 130° Yes No Yes Yes

29 Workbook p. 324

30 Homework p. 306 #1-9 p. 313 #1-10


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