2 7. 8. 9. 10. 11. 12. 13. 14.

7.
D
11.
ABCD yamuk
C
y
[EF] orta taban
5
E
F
[FG]
2
A
[AB]
D
C
|FG| = 2 cm
G
B
|EF| = 5 cm
O
A
x
B
2
A) 25
B) 20
C) 18
D) 15
V = (2, –2) vektörü boyunca ötelendikten sonra elde
dürülüyor.
E) 10
C
D
8.
C
[DC] // [AB]
2K 4
L
N
A) 11
B) 10
C) 9
12.
D
A
4
|LK| = 2 cm
B
|KN| = 4 cm
150°
|LM| = 6 cm
C) 2 6
D) 5
y
D
x
B
E) 3 3
B) 10
C) 12
D
13.
E
x
K
m(DE B) = 150°
D) 14
E) 16
|AD| = |DC| = 8 cm
[EF] orta taban
F
[AD]
ABCD deltoid
[DC] // [AB]
3
[ED]
|CE| = |EB| = 4 cm
ABCD bir yamuk
C
m(BA D) = 60°
4
A) 8
9.
[DC] // [AB]
E
60°
A
B) 3 2
E) 7
ABCD yamuk
C
M
A) 4
D) 8
[DM], [CM], [AK]
x
6
-
ABCD yamuk
8
8
|AB| = 6 cm
m(DA B) = 120°
A 120°
|AB| = 14 cm
A
B
14
C
6
|KF| = 3 cm
B
2
A) 0
B) 1
C) 1,5
D) 2
A) 24
E) 2,5
14.
D
10.
C
x
B) 28
4
E) 40
[DC]
|AD| = |DC| = 4 cm
E
80°
[DC] // [AB]
B
A
C) 115
C
6
|BD| = 6
cm
x
m(AEB) = 80°
B
-
B) 110
[AD]
4
m(DCB) = 110°
A) 105
D) 36
ABCD deltoid
D
ABCD bir yamuk
110°
A
C) 32
D) 120
E) 125
A) 4
2
B) 6
C) 2 10
D) 3
E) 4
49
OE00-SS.07KT10
1.
D 2 C
D 4 C
ABCD dik yamuk
6
[DC] // [AB]
[DA]
ABCD yamuk
|CD| = 4 cm
E
[AB]
E
|DE| = 6 cm
x
12
|AE| = 12 cm
F
x
|DE| = |EA|
8
A
|AB| = 13 cm
|DC| = 2 cm
B
A
13
A) 8
B) 9
B
|FC| = 2|BF|
|AB| = 8 cm
A) 2 15
2.
B) 6
C) 4
D) 4
D
5.
[AD]
[AB]
x
[EF]
[DC]
4
4
E
B) 5,6
E
[DC] // [EH] // [AB]
|BF| = 3 |FC|
4
|DC| = 4 cm
12
A
B
A) 3,8
A) 5,2
ABCD yamuk
H
|AD| = 10 cm
A
C
x
E
C
10
4
F
F
C) 5,8
D) 6
B) 4,2
B
C) 4,6
|AB| = 12 cm
D) 4,8
E) 5,2
E) 6,2
ABCD dik yamuk
C
[DA]
F
4
6.
[AB]
D
4
ABCD dik yamuk
C
|DC| = 3 cm
|AD| = 8 cm
|AD| = 4 cm
A
E) 13
ABCD dik yamuk
D
D
D) 12
E) 10
[AD] // [BC]
3.
C) 10
7
B
|CD| = 4 cm
8
|AB| = 7 cm
A
2
B
2
A) 8
B) 10
C) 12
D) 14
A) 10
E) 16
1
B) 12
C) 13
D) 15
E) 17
5
D
7.
C
11.
ABCD yamuk
y
|AB| = 15 cm
6
8
B(a, 6)
A(3, 4)
|CD| = 5 cm
|OC| = |OA|
|AD| = 6 cm
A
B
15
|BC| = |BA|
x
C
O
|BC| = 8 cm
A(3, 4)
B(a, 6)
A) 2,4
8.
B) 3,2
5
D
C) 3,8
D) 4,8
C
E) 9,6
A) 18
B) 16
H
1
B
F
4
A
|GB| = 1 cm
G
E) 12
D
|EH| = |HF|
F
A
D) 14
ABCD yamuk
12.
E
C) 15
C
E
|AD| = |DC|
7
|CD| = 5 cm
H
|EF| = 4 cm
A) 7
B) 6
C) 5
D) 4
E) 3
|EH| = 7 cm
B
A) 55
9.
D
B) 52
C) 48
E) 40
C
30°
yamuk
6
|AD| = |BC|
A
B
13.
m(BDC) = 30°
D
|AD| = |DC|
50°
|BD| = 6 cm
m(AD C) = 50°
2
A) 3 3
D) 44
B) 6 3
C) 9 3
D) 12 3
E) 18 3
A 100°
m(DA B) = 100°
C
x
B
10.
y
A) 110
B) 115
C) 120
D) 125
E) 130
y = mx + 4
[AC] // [DB]
C
y=x
A
[BC]
[AC]
B
D
[AB]
60°
x
O
6
6
A
[BC]
m(AD C) = 60°
|AD| = |DC| = 6 cm
C
B
2
A) 20
B) 18
C) 16
D) 15
A) 24 + 12
E) 12
B) 18 + 8
D) 12 + 4
2
C) 18 + 6
E) 12 + 6
50
OE00-SS.07KT10
1.
D
E
x
35°
40°
4.
ABCD ikizkenar
yamuk
C
A
D
F
ABCD yamuk
C
[DC] // [AB]
[DC] // [AB]
B
5
x
8
6
|DC| = 5 cm
|AD| = |BC|
|AD| = 6 cm
|AC| = |BF|
A
7
E 1 B
|DE| = 8 cm
m(DAC) = 35°
|AE| = 7 cm
m(CAF) = 40°
A) 45
B) 50
C) 55
D) 60
|EB| = 1 cm
A) 3
E) 65
B) 4
C) 6
5.
8
C
D
2.
ABCD yamuk
75° E
[DC] // [AB]
6
[DB]
B
[DA] // [CB]
[DA]
[AB]
[KL]
[BC]
L
N
[AC]
A
|AB| = 2 |DC|
A
E) 7
ABCD bir yamuk
C
D
2
K
D) 4
B
-
|AD| = 6 cm
m(AD B) = 75°
2
A) 9
B) 10
C) 12
D) 15
A) 12
B) 11
C) 10
D) 9
E) 18
y
6.
A(–1, 0)
C(3, k)
3
B(5, 2)
D
C(3, k)
B(5, 2)
3.
ABCD yamuk
D 1 C
–1
A
[DC] // [AB]
E
[BE]
x
E) 8
D(0, 3)
x
O
[AD]
|DE| = |AE|
A
5
B
|AD| = |BC|
-
|DC| = 1 cm
|AB| = 5 cm
A) (x – 3, y – 4) = k(5, 2)
B) (x – 4, y – 5) = k(3, 2)
C) (x – 3, y – 4) = k(4, 1)
D) (x – 3, y – 4) = k(3, 1)
E) (x – 4, y – 6) = k(3, 1)
A) 3
B) 2
C) 4
D) 3
E) 2
1
7.
D
2
S1
11.
ABCD yamuk
E 1 C
A
[DC] // [AB]
S2
ADEF deltoid
x
F
D
|DE| = 2 cm
|DE| = |EF|
|EC| = 1 cm
A
4
|BD| = |EC| = 6 cm
8
6
|FC| = 8 cm
|AB| = 4 cm
B
|BE| = 5 cm
B
S1
5
E
6
C
S2
4
5
A)
B)
4
7
C)
5
7
D)
5
6
E)
6
7
A) 3
12.
B) 4
C) 5
D
D) 6
ABCD yamuk
C
y
B(–9, 6)
E) 7
[DC] // [EF] // [AB]
C
E
|CF| = 2 |FB|
F
2
Alan(EDC) = 8 cm
O
A
A
x
B
Alan(ABF) = 12 cm
2
2
-
A) –15
B) –13
C) –11
D) –9
A) 20
D(–7, 4)
C) 32
D) 36
D 7
ABCD dik yamuk
E 5 C
Analitik düzlemde
C
24
ABCD ikizkenar
yamuk
O
B(0, 3)
x
[DC]
[AD]
[DA]
[AB]
|DE| = 7 cm
|EC| = 5 cm
[DC] // [AB]
A
E) 40
E) –7
13.
y
B) 28
A
B
|AD| = 24 cm
|AD| = |BC|
D(–7, 4)
2
B(0, 3)
A) 372
2
A) 32
B) 36
C) 40
D) 44
B) 396
C) 420
D) 444
E) 468
E) 48
14.
ABCD deltoid
D
|AB| = |BC|
10.
6
EBCD deltoid
D x C
E
[DC] // [AB]
E
F
|BC| = |EB|
4
A
A) 2
A
4
3
|AF| = 4 cm
x
C
|DF| = 6 cm
|AE| = 4 cm
7
B) 2,5
B
C) 3
B
|AB| = 7 cm
D) 3,5
|FE| = 3 cm
A)
E) 4
2
B) 3
C)
D) 2
E)
YGS-LYS Geometri 52
OE00-SS.07KT10
PARALELKENAR - I
1.
D
E
C
ABCD paralelkenar
D
4.
C
x
30°
|AE| = |AB|
F
A
[DE]
|EF| = |FB|
E
70°
A
m(AED) = 30°
F) =
B
A) 20
A) 10
B) 20
C) 25
D
2.
D) 30
C
B) 30
C) 40
D) 50
5.
ABCD bir paralelkenar
C
D
N
[CK]
x
K
ABCD paralelkenar
[DF] ve [AF]
O
A
E) 60
E) 40
12
17
[BC]
m(DAB) = 70°
m(DAE) = m(EA B)
B
ABCD paralelkenar
2
E
[BD]
F
x
[EF] // [AB]
|AK| = |KB|
B
A
|AD| = 17 cm
|EF| = 2 cm
B
|OD| = 12 cm
A) 2
A) 7,5
B) 8
C) 8,5
D
3.
D) 9
C
3x – 20°
B) 3
ABCD paralelkenar
D
6.
m(AB C) = 2x + 20°
20
C) 70
C
ABCD paralelkenar
E
|DE| = 5 cm
12
|AE| = 12 cm
B
B) 60
E) 8
5
2x + 20°
A) 55
D) 6
E) 9,5
m(AD C) = 3x – 20°
A
C) 4
A
D) 75
B
|DC| = 20 cm
E) 80
A) 72
1
B) 70
C) 68
D) 66
E) 64
PARALELKENAR - I
7.
D
11.
ABCD paralelkenar
C
D
120°
x
[EB]
[AB]
E 2
ABCD paralelkenar
F
m(DE B) = 120°
E
C
6
x
120°
[BF]
[AE]
m(ADC) = 120°
A
B
A
B
|BC| = 6 cm
|EC| = 2 cm
A) 20
B) 30
C) 40
D) 50
E) 60
A) 4
8.
B) 3
C) 4
x
F
D
|FC| = |BC|
C
12.
D
C
m(DAB) = 72°
E
3
2
72°
A
B
A) 72
B) 66
A
C) 60
D) 54
C
D
H
F
B) 36
C) 40
D
x
E 6 C
16
F
|DE| = |AE|
C) 40
D
D) 45
C
130°
E
cm
|EH| = 3
cm
E) 48
ABCD paralelkenar
[DC]
|EC| = 6 cm
B
|BE| = 16 cm
|BF| = 17 cm
E) 50
A) 10
10.
|EF| = 2
|DF| = |FA|
17
A
B) 35
[BC]
D) 44
m(BAC) = 20°
A) 30
[EH]
[BE]
E
B
[AB]
m(DAB) = 60°
B
|DC| = |EC|
A
[EF]
ABCD paralelkenar
13.
20°
ABCD paralelkenar
E) 48
A) 32
9.
E) 4
ABCD paralelkenar
E
x
D) 6
C) 13
D
14.
ABCD paralelkenar
B) 12
C
18°
[DE] ve [BE]
D) 14
F
120°
E) 15
ABCD
paralelkenar
E
m(CD E) = 18°
x
B
A
A) 65
B) 70
C) 75
A
m(DE B) = 130°
D) 80
A) 96
E) 85
2
B
B) 78
C) 56
m(AF E) = 120°
D) 48
E) 39
YGS-LYS Geometri 53
OE00-SS.07KT10
PARALELKENAR - II
1.
E
4.
ABCD paralelkenar
D
C
D
F
[BE]
E
C
5
|HF| = 6 cm
6
H
|BC| = 5 cm
6
A
A, H, F, E ve
B
m(DC A) = 30°
B
A) 8
B) 4
2
C) 6
D) 4
E) 2
A) 9
+6
B) 9
C) 9
+ 18
D) 18
E) 18
E
D
2.
C
8
H
ABCD paralelkenar
5.
5
E ve F orta nokta
F
A
C
|DE| = 5 cm
|BF| = 6 cm
A
B) 14
C) 15
D) 16
x
E
C
2
ABCD paralelkenar
6.
B) 70
D
C) 75
13
F
[AE]
[EF]
|BF| = |FC|
A
B
A
E
9
D) 85
C
6
16
2 |FC| = 3 |DF|
B
E) 18
A) 60
D
[BE] ve [DE]
|DH| = 8 cm
B
A) 12
+ 12
ABCD paralelkenar
E
F
D
x
+ 12
+ 24
6
3.
[AC]
|AB| = 6 cm
|FE| = 2 cm
x
A
ABCD paralelkenar
30°
2
B
|AE| = 16 cm
E) 90
ABCD paralelkenar
[DE]
[AB]
[DB]
[BC]
|DC| = 13 cm
|EB| = 9 cm
|EF| = 6 cm
2
A) 14
B) 13
C) 12
D) 11
E) 10
A) 55
1
B) 54
C) 53
D) 52
E) 51
PARALELKENAR - II
D
7.
E
C
11.
ABCD paralelkenar
D
C
4
6
F
7
7
|DE| = |EC|
|AD| = |EC| = 7 cm
E
2
Alan(FBC) = 6 cm
A
ABCD paralelkenar
|DE| = 4 cm
B
A
B
2
A) 12
B) 15
C) 18
D) 21
E) 24
A) 38
B) 36
D
F 4 C
[DF] // [AC] // [BE]
C
D
[DC]
E
[BE]
60°
A
12
[AD]
12
m(EBF) = 60°
B
A
E) 30
ABCD paralelkenar
5
ABCD paralelkenar
[BF]
E
D) 32
F
12.
8.
C) 34
|AC| = 12 cm
|DF| = 5 cm
x
B
|AB| = 12 cm
|FC| = 4 cm
A) 4
B) 5
C) 6
D) 7
E) 8
2
A) 66
B) 60
C) 54
D) 48
E) 42
13.
D
x
5
ABCD paralelkenar
C
E
[EB]
[AB]
6
9.
D
E
C
|AE| = |EC|
ABCD paralelkenar
A
B
|EB| = 6 cm
m(EA F) = 30°
6
F
30°
8
|DC| = 5 cm
|AE| = 6 cm
|AF| = 8 cm
A
A) 10
B
B) 12
C) 13
D) 15
E) 17
2
A) 32
B) 34
C) 36
D) 38
E) 40
14.
OABC bir
paralelkenar
B(6, 7)
B(6, 7)
10.
D
C
C(0, 4)
ABCD paralelkenar
|DE| = |BC| = 13 cm
13
13
O
|AE| = 10 cm
|EB| = 2 cm
A
10
E2 B
2
A) 120
B) 132
C) 144
D) 156
E) 168
2
A
d
C(0, 4)
x
YGS-LYS Geometri 54
OE00-SS.07KT10
PARALELKENAR - III
1.
C
D
75°
[DE]
E
C
B
[AF]
F
A
|AB| = 8 cm
|EB| = 3
ABCD paralelkenar
3
3
5
m(EBA) = 45°
45°
8
E
[EC]
m(EDC) = 75°
3
A
D
4.
ABCD paralelkenar
[EF]
|AD| = 5 cm
B
|EF| = 3 cm
cm
|AE| = 3
cm
2
2
A) 24
A) 36
B) 32
C) 28
D) 24
5.
D
2.
C
B) 26
C) 28
D
8
A 3 F
5
F
E
B
|EC| = 8 cm
A
H
B
2
2
B) 18
C) 21
D) 24
A) 8
D
C
4
x
E
A
A) 6
B
B) 4
C) 8
B) 23
3
C) 22
3
D) 7
D
20
3
ABCD
paralelkenar
E 2 C
ABCD paralelkenar
10
[ED]
E)
E) 27
6.
3.
|BC| = 5 cm
|FB| = 6 cm
|AF| = 3 cm
A) 15
m(ACB) = 30°
[AB]
|FE| = 5 cm
6
|AH| = |HB|
30°
E
5
E) 32
ABCD paralelkenar
C
ABCD paralelkenar
[DF]
D) 30
E) 20
[DC]
A
[AC]
x
B
[BC]
|AC| = |BC|
m(DA C) = 2 m(CA B)
|AE| = 10 cm
|BC| = 4 cm
|EC| = 2 cm
D) 6
A) 14
E) 12
1
B) 16
C) 18
D) 20
E) 22
PARALELKENAR - III
7.
F
2
E
A
11.
ABCD paralelkenar
C
D
[BF]
[AC]
[ED]
[DF]
7
D
E
ABCD paralelkenar
C
10
[BE]
|AD| = 10 cm
|ED| = |DF|
B
[DC]
A
|BF| = 2 cm
3
F
|DE| = 7 cm
B
|AF| = 3 cm
2
2
A) 4
B) 6
C) 8
D) 10
E) 12
A) 116
8.
D
[ED]
E
15
12.
ABCD paralelkenar
C
16
B) 112
C) 108
6
E
D
[EF]
C
|EF| = 6 cm
|AD| = 16 cm
x
[AF]
|DE| = |BC|
|DE| = 15 cm
A
E) 100
ABCD paralelkenar
F
[AD]
D) 104
|AB| = 12 cm
B
A
12
B
2
A) 23
B) 24
C) 25
D) 26
A) 72
E) 27
B) 66
C) 60
D) 48
13.
ABCD bir
paralelkenar
C(5, 6)
9.
ABCD paralelkenar
E
A(–1, 0)
8
D
D
C
[CE]
9
B
A(ABCD) = 21 br
|EC| = 8 cm
x
-
|AB| = 10 cm
2
A) 60
B) 64
C) 68
D) 72
A) 8
E) 76
B)
17
2
C) 9
D)
19
2
E) 10
14.
10.
D
ABCG bir
paralelkenar
D
C(6, k)
x
x
O
G
|FB| = 6 cm
A(2, –1)
C
E
B(7, –3)
F 6
A
B
2
A) 12
B) 15
2
|BC| = 9 cm
B
10
C(5, 6)
[AE]
A(–1, 0) O
A
E) 36
C) 16
D) 18
E) 20
A) 12
2
B) 14
C) 16
D) 18
E) 20
55
OE00-SS.07KT10
y
1.
4.
D
20°
E
C(0, 4)
D
m(ADB) = 20°
x
x
B
A(–6, 0)
A 120°
m(BAE) = 120°
C
B
A) 2y = –3x – 5
B) 2y = –3x – 6
C) 2y= –3x – 7
D) 2y= –3x – 9
A) 30
B) 25
C) 20
D) 15
E) 10
E) 2y = –3x – 11
2.
y
D
O
5.
C
A(3, 0)
x
B
D
C
2
3.
B
A) 110
B) 16
C) 20
D
D) 24
B) 120
6.
C
D) 140
E) 150
D
C
E
x
|DE| = 4 cm
x
A
A) 4
C) 130
E) 28
4
E
[BC]
|BE| = |EC|
A
A) 12
[DE]
E
A(3, 0)
|AB| = 4
A
B
B) 2
C) 4
D) 6
A) 4
E) 4
1
4
cm
B
B) 5
C) 6
D) 8
E) 9
D
7.
C
D
11.
C
E
4
|DF| = 4 cm
x
F
4
A
E
A) 4
B) 6
A
B
C) 4
D) 3
D
F
|FB| = 2 cm
2
E) 4
A) 110
8.
|EF| = 4 cm
F 2 B
B) 104
C) 96
D) 88
E) 80
C
4
12.
C
D
E
A
H
4
|FE| = 4 cm
6
x
E
|HE| = 6 cm
B
[DF]
2
A
2
F
[AB]
|DE| = 4 cm
B
|EF| = 2 cm
A) 24
B) 30
C) 36
D) 42
E) 48
A) 6
9.
D
10
C
B) 8
13.
C) 4
D
D) 2 10
E) 6
C
75°
F
3
E
E
5
A
H
B
[EF]
[AD]
[EH]
[AB]
3
A
m(BDC) = 75°
FB
|EF| = 3 cm
[EF]
[AB]
|EH| = 5 cm
|EF| = 3 cm
2
|DC| = 10 cm
2
A) 104
B) 96
C) 88
D) 80
A) 84
D
E
A
A) 25
E) 72
x
11
m(BCD) = m(EBC) = 50°
E
|AD| = |AE|
|DE| = 11 cm
5
50°
x
D) 75
C
D
C
50°
C) 78
E) 72
14.
10.
B) 81
A
|EB| = 5 cm
B
B
B) 30
C) 35
D) 40
A) 5
E) 45
2
B) 6
C) 3
D) 4
E) 8
56
OE00-SS.07KT10
1.
D
4.
C
D
2
3
E
I
C
F
I
A
A
B
B
BC (DA +
A)
A) –7
B) –8
C) –9
D) –10
E) –11
3 5
2
B)
D)
D
2.
E
4 5
2
6 5
2
C)
E)
5 5
2
7 5
2
C
D
5.
|AD| = |AB| = |AF|
F
C
15
20
|EC| = |FB|
[ED]
E
[AD]
B)
A
B
A
B) =
A) 80
3.
B) 75
C) 72
D
D) 70
2
A) 196
E) 65
C
6
E
C) 384
E) 400
C
12
E
|DE| = |AF|
3
6
D) 396
[AB]
F
A
B) 244
D
6.
[DE]
B
-
A
B
F
x
B
2
A) 8 3
B) 12 3
D) 24 3
C) 16 3
A) 4
E) 48 3
1
B) 5
C) 6
D) 7
E) 8
7.
D
11.
C
A
|AE| = |BF|
[AB]
F
A
E
B
8
E
5
B
2
C
2
A) 36
D
[AE]
B) 30
C) 24
D) 18
E) 12
2
A) 52
B) 48
C) 39
D) 26
E) 24
C
D
12.
D3 E
C
x
E
60°
2
[EF]
[AB]
F
[EH]
[BC]
B
[EF]
12
H
A
x
H) = 60°
A
[AB]
F 5 B
|EF| = 2
A) 6
B) 4
C) 3
A) 7
E) 2
B) 8
C) 9
D) 10
E) 11
C
D
9.
D) 3
13.
4
C
D
E
8
E
B
A
15
10
[EF]
5
A
H
x
F
[AB]
B
2
A) 45
B) 40
C) 35
D) 30
E) 25
A) 10
10.
D
C
14.
B) 9
C) 8
D) 7
E) 6
C
D
6
12
E
E 120°
45°
A
x
F
C) = 120°
8
F) = 45°
B
A
F
B
2
2
A)
40
7
B)
38
7
C)
36
7
D)
34
7
E)
32
7
A) 120
B) 132
D) 156
2
C) 144
E) 168
57
OE00-SS.07KT10
1.
D
E
C
70°
4.
ABCD dikdörtgen
D
C
|AE| = |AB|
m(BEC) = 70°
[CE]
4
8
x
x
A) 35
B) 40
2.
C) 45
|DE| = 8 cm
A
B
D) 50
E) 55
[BD]
|CE| = 4 cm
E
A
ABCD dikdörtgen
B
A) 4
B) 2
C) 2
D) 3
E) 2
ABCD dikdörtgen
E
|DE| = |DF|
5.
m(ADE) = 120°
C
D
D
C
F
6
[EF]
x
x
A
[FC]
|FC| = 6
A
F
A) 5
B) 7
B
cm
|DE| = 1 cm
B
A) 30
3.
ABCD dikdörtgen
1
E
B) 25
D
C) 20
C
D) 18
ABCD dikdörtgen
6.
x
D
[AC] ve [BD]
E) 4
ABCD dikdörtgen
C
|AE| = |DB|
x
m(BDC) = 32°
36°
A) 24
D) 6
32°
E
A
C) 4
E) 15
|EC| = |AF|
F
B
B) 30
C) 36
m(FE B) = 36°
D) 42
A
E) 48
A) 16
1
B
B) 18
C) 20
E
D) 22
E) 24
7.
D
5
3
E
B
A
11.
ABCD dikdörtgen
C
|DC| = 5 cm
O
|DE| = 3
A
cm
C
x
B
-
F
2
üzerindedir.
A) 2
B) 3
C) 4
D) 5
E) 6
-
A) 8
8.
D
H
E
5
12.
3
A
B) 16
F
C) 24
D) 32
E) 40
ABCD dikdörtgen
C
B
[EF]
[AB]
[EH]
[AD]
D
ABCE dikdörtgen
[ED]
9
3
C
E
|EH| = 5 cm
|EF| = 3 cm
[DC]
|ED| = 3 cm
|DC| = 9 cm
x
2
A) 50
B) 60
C) 70
D) 80
E) 90
A
B
A) 14
9.
D
13.
120°
m(AE B) = 120°
|AB| = 4
B
4
C) 12
D) 11
E) 10
ABCD dikdörtgen
C
E
A
B) 13
D
4
F
ABCD ve AEFD
dikdörtgen
C
|DF| = 4 cm
8
cm
|AD| = 8 cm
2
A
A) 20
B) 18
E
B
C) 16
D) 15
2
E) 14
A) 84
B) 90
C) 96
D) 102
E) 108
10.
D
C
A
B
14. D
10
E
C
|EC| = 10 cm
F
|AF| = 12 cm
12
E
ABCD dikdörtgen
x
O
A
B
-
A) 9
B) 12
C) 15
D) 18
E) 24
2
2
A) 150
B) 140
C) 130
D) 120
E) 100
YGS-LYS Geometri 58
OE00-SS.07KT10
KARE
1.
D
C
4.
ABCD kare
C
D
30°
E
x
E
m(ED C) = 30°
A
2.
A
B
A) 65
ABCD kare
x
B) 70
C) 75
A) 10
E) 85
5.
ABCD kare
C
D
D) 80
B
B) 15
D
C) 20
[DB]
ABCD kare
x
[AE] // [FC]
[EF] // [AB]
F
110°
E) 30
C
E
[EF]
D) 25
F
m(AEF) = 110°
x
A
A) 125
3.
A
B
E
B) 130
D
C) 135
C
D) 140
B
A) 35
E) 145
6.
ABCD kare
B) 30
10
D
C) 25
E) 15
ABCD kare
C
|DC| = 10 cm
6
|AD| = |AE|
D) 20
|CF| = |AE| = 6 cm
m(DAE) = 70°
F
E
x
x
70°
A
A) 20
A
B
B) 18
C) 15
D) 12
A) 2
E) 10
1
6
E
B) 3
B
C) 4
D) 5
E) 6
KARE
7.
D
C
11. D
ABCD kare
E
C
ABCD kare
2
|BE| = 7 cm
17
|CE| = 17 cm
E
7
A
A
B
A) 72
B) 78
C) 84
D) 90
E) 96
B
A) 36
12.
B) 30
D
C) 27
E
D) 24
C
E) 21
ABCD bir kare
|AF| = |FD| = |EC|
8.
D
F
ABCD kare
C
[BF] = {K}
|AE]
K
|AB| = 6 br
4
E
[EF]
12
|DE| = 4
x
A
[AB]
B
6
-
cm
|AD| = 12 cm
A
F
A) 8
B
B) 8,5
A) –12
C) 9
D) 9,5
B) –6
C) 0
13.
E) 10
D) 6
y
d
D
O
9.
D
C
E) 12
A
C(8, 3)
x
B
ABCD kare
x
E
m(EAC) = 15°
|AE| = 4 cm
4
15°
A
B
A) 3x – 5y = 0
B) 3x + 5y = 0
C) 5x – 3y = 0
D) 5x + 3y = 0
E) x + y = 8
A) 4
–4
B) 4
D)
–2
C) 2
E) 2
y
14.
–2
K(–6, 12)
D
C
B
A
10. D
ABCD kare
C
L(6, 0)
[DF]
4
x
A) 2
O
d1
|AF| = |BH|
H
|DE| = 4 cm
E
1
A
[AH] = {E}
1
x
d2
ve d2
|EF| = 1 cm
F
B
B) 2,5
C) 3
D) 3,5
E) 4
2
A) 1
B) 4
C) 9
D) 16
E) 25
59
OE00-SS.07KT10
1.
D
4.
y
C
C
x
D
|AC| = |EB|
B(4, 1)
O
x
A(2, 0)
E
A
B
CD
A) 15
B) 21,5
C) 22,5
D) 27,5
E) 30
Daha sonra AB C D dikdörtgeninin orijin merkezli
gelen C
hangisi olur?
A) (14, 8)
B) (14, 6)
D) (12, 6)
C) (14, 0)
E) (12, 4)
5.
C
D
G
2.
D
E
C
10
[FH]
[DB]
[FG]
[AC]
5
E
|DE| = |EC|
F
3
F
|AF| = 2|FD|
|DE| = 10 cm
H
A
B
|GF| = 5 cm
m(EB F) =
|FH| = 3 cm
A
B
2
A) 200
A)
3.
7
65
D
B)
7
8
C)
7
3 7
D)
7
62
E)
B) 180
C) 170
D) 160
E) 150
7
2 15
C
6.
|EC| = |BC|
D
E
C
x
H
x
A
F
|FE| = 4 cm
4
B
A
A) 102,5
B) 106,5
D) 110,5
B
E
C) 108,5
E) 112,5
A) 2
1
B) 2
C) 4
D) 4
E) 4
dir?
7.
D
11. D
C
C
|CE| = |EB|
|FB| = 3 cm
E
|AF| = 5 cm
x
|FB| = 15 cm
E
F 3 B
A
2
A 5 F
dir?
15
B
A) 14
B) 15
C) 16
D) 17
12. D
8.
D
12
E
C
E 3
3 C
[AE]
x
F
[EB]
|DE| = 12 cm
|CE| = |BH| = 3 cm
A
|EC| = 3 cm
A
E) 18
B3 H
2
B
13.
D
C
4
E
9.
D
dir?
C
[AF]
[FE]
[FE]
[CE]
|CE| = 4 cm
|AF| = 6 cm
m(AB
E
2
|AE| = 2
x
B
A
cm
6
F
B
A
2
A) 48
A) 3
B) 2
C) 4
D) 3
B) 50
C) 52
14.
D
2
x
A
|AE| = 8 cm
F
B
8
[FB]
[EF]
[DC]
m(FA
|EB| = 11 cm
|AB| = 8 cm
B
B)
[AF]
|EF| = 1 cm
11
A
A) 2 15
x
|DE| = 2 cm
E
8
E) 56
E C
1
C
10. D
D) 54
E) 6
E) 10
A) 2
2
B) 2,5
C) 3
D) 3,5
E) 4
dir?
60
OE00-SS.07KT10
1.
D
C
x
E
4.
ABCD kare
35°
D
ABCD kare
|AC| = |BE|
C
x
|DE| = |AB|
m(CBE) = 5°
m(EC B) = 35°
5°
E
A
B
A
A) 25
B) 30
C) 32
D) 35
B
E) 38
A) 30
5.
2.
D
B) 27
D
C) 25
D) 22
E) 20
ABCD kare
C
C
m(FCB) = 15°
E
1
H
[AC]
[BD] = {E}
[EF]
[AB]
15°
E
|AB| =
x
|EH| = 1 cm
A
F
F
B
A
A) 10
B) 9
C) 8
D) 7
6.
E
D
B
6
E) 6
A) 1
3.
cm
B)
D
C)
x
x
|CF| = |FB|
E
|AE| = |AF|
F
5
|EF| = |FC|
E)
ABCD kare
C
C
D) 2
[CE]
[AE]
|AF| = 5 cm
|DC| = 19 cm
A
A) 7
F 2 B
B) 8
C) 9
A
|FB| = 2 cm
D) 10
A) 2
E) 11
1
B
B) 3
C) 2
D)
E) 2