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Today’s Agenda (1/10) Tomorrow: Meet in G121!

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Presentation on theme: "Today’s Agenda (1/10) Tomorrow: Meet in G121!"— Presentation transcript:

1 Today’s Agenda (1/10) Tomorrow: Meet in G121!
1) Check HW/Work on Warm-up Have your HW on your desk when the bell rings. 2) 7.2 Notes –Similar Polygons 3) HW Time: 7.2 Worksheet (p.15) #’s 1-5

2 7.2 Notes Similar Polygons
Today’s Objectives: 1. Students will be able to use proportions to identify similar polygons.   2. Students will be able to solve problems using the properties of similar polygons.

3 Similarity Statements
Vocab!  Similar Polygons  Similarity Statements

4 Example 1 a) If ΔABC ~ ΔRST, list all pairs of congruent angles and write a proportion that relates the corresponding sides.

5 Example 1 cont. b) If ΔGHK ~ ΔPQR, determine which of the following similarity statements is not true. A) HGK  QPR B) C) K  R D) GHK  QPR

6 Vocab! Scale Factor

7 Example 2 a) David is designing a new menu for the restaurant where he works. Determine whether the size for the new menu is similar to the original menu. If so, write the similarity statement and scale factor. Explain your reasoning. New Menu: Original Menu:

8 Example 2 cont. b) Eliseo is designing a new menu for the restaurant where he works. Determine whether the size for the new menu is similar to the original menu. If so, write the similarity statement and scale factor. Explain your reasoning. Original Menu: New Menu:

9 Example 3 a) The two polygons are similar. Find the values of x and y.

10 Example 3 cont. b) The two polygons are similar. Solve for a and b .

11 Vocab Perimeters of Similar Polygons

12 Example 4 a) If ABCDE ~ RSTUV, find the scale factor of ABCDE to RSTUV and the perimeter of each polygon.

13 Example 4 cont. b) If LMNOP ~ VWXYZ, find the perimeter of each polygon.

14 Summary Quadrilateral ABCDEFGH. Find the following:
Their scale factor The values of x, y, and z The perimeter of the two quadrilaterals The ratio of the perimeters

15 Summary Quadrilateral IJKLMNOP. Find the following:
5. What is the scale factor of quadrilateral IJKL to quadrilateral MNOP? 6. Find m∠ I. 7. Find m∠ L. 8. Find NO. 9. Find IJ.


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