Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar...

6
©8 72j0h1B3W 6KSubt6aI 1SVo8ftt6wtanrsej wLvLGCc.E x pAxlPlx Jr1iugsh3t7sU krMeAsbeDrhvceJdR.n A WMmapdPeu Twriwtihe AIkn5fLiwnGiQt0ey hG2eroZmSeetyrAyK.3 Worksheet by Kuta Software LLC ESL Geometry Mr. Henao Wednesday April 17, 2017 ID: 1 Name___________________________________ Period____ Date________________ ©w k2D0r1x3Q 0K1ukt2aw ZSWo4fXtSwtaxrveM cLYLqC4.I B MAWl8l1 DrCi8gwhRtisz 2rIeDs0eBr5vReKd4.P Assignment on Similar Triangles State if the triangles in each pair are similar. If so, state how you know they are similar and complete the similarity statement. 1) B A R Q S ΔSRQ ~ ______ 2) Q P F G E ΔEFG ~ ______ 3) U T S P Q R ΔPQR ~ ______ 4) 47 81 51 A B C 18 G F ΔABC ~ ______ 5) 40 44 E F 71 81 K L J ΔJKL ~ ______ -1-

Transcript of Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar...

Page 1: Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar Triangles State if the triangles in each pair are similar. If so, state how you know they are

©8 72j0h1B3W 6KSubt6aI 1SVo8ftt6wtanrsej wLvLGCc.E x pAxlPlx Jr1iugsh3t7sU krMeAsbeDrhvceJdR.n A WMmapdPeu Twriwtihe AIkn5fLiwnGiQt0ey hG2eroZmSeetyrAyK.3 Worksheet by Kuta Software LLC

ESL Geometry Mr. Henao Wednesday April 17, 2017ID: 1

Name___________________________________

Period____Date________________©w k2D0r1x3Q 0K1ukt2aw ZSWo4fXtSwtaxrveM cLYLqC4.I B MAWl8l1 DrCi8gwhRtisz 2rIeDs0eBr5vReKd4.P

Assignment on Similar Triangles

State if the triangles in each pair are similar. If so, state how you know they are similar and complete the

similarity statement.

1)

B

A

R

Q

S

∆SRQ ~ ______

2)

Q

P

F

G

E

∆EFG ~ ______

3)

UT

S

PQ

R

∆PQR ~ ______

4)

47

81

51A

B

C

18

G

F

∆ABC ~ ______

5)

40

44

E

F

71

81

K

L

J

∆JKL ~ ______

-1-

Page 2: Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar Triangles State if the triangles in each pair are similar. If so, state how you know they are

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6)

56

28

76°

C

B

A

12663

76°

K

LM

∆KLM ~ ______

7) 143

99

156

182

Q R

S

4856

C

B

∆QRS ~ ______

8) V W

DE

C

∆CDE ~ ______

9)

R

Q

V

W

U

∆UVW ~ ______

10)

S

TU

E

FG

∆EFG ~ ______

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Page 3: Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar Triangles State if the triangles in each pair are similar. If so, state how you know they are

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Find the missing length. The triangles in each pair are similar.

11)

63 70

35

L

M

N

3640

? B

C

12)

66

36

54

AB

C

11

6

?

T

U

13)

9?

DC

1812

L M

K

14)

48

28

WV

U

84

?

C

DE

15)

7

?

T

S

14

26

E

FD

16)

?

11

ST

U

48

66

KL

M

17)

108

90

Q

RS

48?

F G

18)

77

77

V

U

T

42

? L

K

-3-

Page 4: Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar Triangles State if the triangles in each pair are similar. If so, state how you know they are

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19)

2430

GH

?

40

L

M

K

20)

?35

R

Q

P

168

84

FE

D

Solve for

x. The triangles in each pair are similar.

21)

20

15

29°FE

D

44

6

x − 329°

V

UT

22)

40

24

GF

E

2

x − 10

6

R

S

23)

40

2

x + 21

Q

R S

72

81U

V

W

24)

117

78

143

UV

W

−6 + 6

x

24

44

A

B

-4-

Page 5: Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar Triangles State if the triangles in each pair are similar. If so, state how you know they are

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25)

14 +

x22

CD

42

33

T

S

U

26)

26

18

37°QR

S

12

x − 1

99

37°

B

CD

27)

66

54

U V

W

77

4

x + 15

F

G

H28)

21

27 K

L

M

3

x + 5 45

F

G H

29)

14 18

V U

91

7

x + 19

M

N

L

30) 27

5

x + 5

W V

U

18

20

N

M

-5-

Page 6: Assignment on Similar Triangles - North Bergen School · PDF fileAssignment on Similar Triangles State if the triangles in each pair are similar. If so, state how you know they are

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Answers to Assignment on Similar Triangles (ID: 1)

1) not similar 2) similar; AA similarity; ∆EQP 3) similar; AA similarity; ∆UTS

4) not similar 5) not similar 6) similar; SAS similarity; ∆CBA

7) similar; SSS similarity; ∆QBC 8) similar; AA similarity; ∆CVW 9) similar; AA similarity; ∆URQ

10) similar; AA similarity; ∆STU 11) 20 12) 9

13) 6 14) 49 15) 13 16) 8

17) 40 18) 42 19) 32 20) 70

21) 6 22) 10 23) 12 24) 7

25) 14 26) 12 27) 12 28) 10

29) 14 30) 5