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Similar Polygons - Nexuslearning.net

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PRACTICE AND APPLICATIONS<br />

STUDENT HELP<br />

Extra Practice<br />

to help you master<br />

skills is on p. 817.<br />

STUDENT HELP<br />

HOMEWORK HELP<br />

Example 1: Exs. 8–10<br />

Example 2: Exs. 11–18<br />

Example 3: Exs. 19–30,<br />

43, 44<br />

Example 4: Exs. 19–30,<br />

46–48<br />

Example 5: Exs. 39–42<br />

476 Chapter 8 <strong>Similar</strong>ity<br />

WRITING SIMILARITY STATEMENTS Use the information given to list all<br />

pairs of congruent angles and write the statement of proportionality for<br />

the figures.<br />

8. ¤DEF ~ ¤PQR<br />

9. ⁄JKLM ~ ⁄WXYZ<br />

10. QRSTU ~ ABCDE<br />

DETERMINING SIMILARITY Decide whether the quadrilaterals are similar.<br />

Explain your reasoning.<br />

A B<br />

D 7<br />

C<br />

11. ABCD and FGHE 12. ABCD and JKLM<br />

13. ABCD and PQRS 14. JKLM and PQRS<br />

DETERMINING SIMILARITY Decide whether the polygons are similar. If so,<br />

write a similarity statement.<br />

15. E F 16.<br />

A B<br />

17. X<br />

A 6 B 18.<br />

6.75<br />

Z<br />

USING SIMILAR POLYGONS PQRS ~ JKLM.<br />

19. Find the scale factor of PQRS to JKLM.<br />

20. Find the scale factor of JKLM to PQRS.<br />

21. Find the values of w, x, and y.<br />

4<br />

D 4 C<br />

3.5<br />

22. Find the perimeter of each polygon.<br />

12<br />

9<br />

23. Find the ratio of the perimeter of PQRS to<br />

the perimeter of JKLM.<br />

8<br />

E F<br />

4<br />

H 2 G<br />

Y<br />

5<br />

H 5 G<br />

4.5<br />

C<br />

K L<br />

J 3 M<br />

T U<br />

W 6 V<br />

K<br />

20<br />

J<br />

118<br />

25<br />

5<br />

L<br />

R<br />

30<br />

75<br />

M<br />

K<br />

q<br />

88<br />

15<br />

4<br />

6<br />

P<br />

3<br />

S<br />

E F<br />

R 14 S<br />

65 105<br />

q 10 P<br />

L<br />

x<br />

J y M<br />

w<br />

4<br />

H 3 G<br />

q<br />

12<br />

R<br />

10<br />

P 16 S

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