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Question 5. In the xy– plane, give line d with an equation of the form 3x – y + 2 = 0. Which the line as image of d under a reflection symmetry across Oy-axis:

A) 3x + y +2 = 0 B) 3x + y – 2 = 0 C) -3x + y + 2 = 0 D) x + 3y + 2 = 0

Question 6. Given regular tetrahedron SABC with every edge having length 1. Let I be the midpoint of edge AB and M be a point moving on segment AI. Through point M, draw plane (Q) parallel to plane (SIC). The parameter of cross section created by plane (Q) and tetrahedron SABC is

A) B) C) D) unable to calculate

Question 7. How many axes of symmetry does a square have?

A) 1 B) 2 C) 4 D) infinite

Question 8. Carbon-14 has a half- life of 5570 years. When analyzing a wood sample, it was determined 87.5% of radioisotope atoms of Carbon-14 were decayed into atoms. The age of this wood is:

A) 16714 years B) 17000 years C) 16100 years D) 16714 days Question 9. Give a sequential (un) u1 = - 2 un+1 = -2- 1/un, un be equal to A) (1-n)/n B) (n+1)/n C) –(n+1)/n D) –n/(n+1)

Question 10. In the Oxy plane, give (2;-1) and M(-3;2). Of the following coordinates, which does the image of the point M have under a

translation through vector ?

A) (5;3) B) (1;1) C) (-1;1) D) (1;-1)

Question 11. If (ax + 2)(bx + 7) = 15x2 + cx + 4, for all values of x and a + b = 8. Whats is the value of c?

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Question 12.


h In the spring in the Northern villages people play swings When players move regularly the swing 6


h

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In the spring in the Northern villages, people play swings. When players move regularly, the swing vibrates around the balance point is a vertical equation. If the distance h between the players and the balance point

is measured by h= with h measured by meters t measured by seconds So what point of time in the first two seconds players 8 (h measured by meters, t measured by seconds). So, what point of time in the first two seconds, players

is furthest from the balance point?

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Question 13. The probability for John to win a computer game is 0.4. How many times does he have to play to win that game with the probability

0.95 at least once?

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Question 14. Given equation Solve the equation above Question 15 The two points M and N in the two cities lie on either side of 9. Solve the equation above

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Question 15. The two points M and N in the two cities lie on either side of a large river with two river banks (picture below). Demonstrated how for find a location to build a bridge across the river such that the bridge is perpendicular to the two banks and the distance from M to N is the shortest.


STOP PHỤ LỤC 3 8 BẢNG PHẦN TRĂM TẦN SỐ TẦN SUẤT GIÁ TRỊ TRUNG BÌNH CỦA CÁC 10


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STOP


PHỤ LỤC 3.8


BẢNG PHẦN TRĂM, TẦN SỐ, TẦN SUẤT,

GIÁ TRỊ TRUNG BÌNH CỦA CÁC ĐÁNH GIÁ VỀ SỰ CẦN THIẾT VÀ TÍNH KHẢ THI CỦA CÁC BIỆN PHÁP


CTGP1


Frequency

Percent

Valid Percent

Cumulative Percent

Valid

Kha

58

41.1

42.6

42.6


Rat

78

55.3

57.4

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0



CTGP2


Frequency

Percent

Valid Percent

Cumulative Percent

Valid

Kha

77

54.6

56.6

56.6


Rat

59

41.8

43.4

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0




CTGP3


Frequency

Percent

Valid Percent

Cumulative Percent

Valid

Kha

32

22.7

23.5

23.5


Rat

104

73.8

76.5

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0




CTGP4


Frequency

Percent

Valid Percent

Cumulative Percent

Valid

Khong


1


.7


.7

.7


It


9


6.4


6.6

7.4


Kha


72


51.1


52.9

60.3


Rat


54


38.3


39.7

100.0


Total


136


96.5


100.0


Missing

System


5


3.5




Total



141


100.0




CTGP5


Frequ

ency

Percent

Valid Percent

Cumulative Percent

Valid

It

1


.7


.7


.7


Kha

102


72.3


75.0


75.7


Rat

33


23.4


24.3


100.0


Total

136


96.5


100.0



Missing

System

5


3.5





Total


141


100.0





CTGP6



Frequ

ency

Percent

Valid Percent

Cumulative Percent

Valid

It

2

1.4

1.5

1.5


Kha

61

43.3

44.9

46.3


Rat

73

51.8

53.7

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0



KTGP1


Frequ ency

Percent

Valid Percent

Cumulative Percent

Valid

Kha

62

44.0

45.6

45.6


Rat

74

52.5

54.4

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0



KTGP2


Frequ

ency

Percent

Valid Percent

Cumulative Percent

Valid

Kha

81

57.4

59.6

59.6


Rat

55

39.0

40.4

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0



KTGP3


Frequ ency

Percent

Valid Percent

Cumulative Percent

Valid

Kha

45

31.9

33.1

33.1


Rat

91

64.5

66.9

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0




KTGP4


Frequency

Percent

Valid Percent

Cumulative Percent

Valid

It

16

11.3

11.8

11.8


Kha

69

48.9

50.7

62.5


Rat

51

36.2

37.5

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0




KTGP5


Frequency

Percent

Valid Percent

Cumulative Percent

Valid

It

1

.7

.7

.7


Kha

103

73.0

75.7

76.5


Rat

32

22.7

23.5

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0




KTGP6


Frequency

Percent

Valid Percent

Cumulative Percent

Valid

It

6

4.3

4.4

4.4


Kha

60

42.6

44.1

48.5


Rat

70

49.6

51.5

100.0


Total

136

96.5

100.0


Missing

System

5

3.5



Total


141

100.0




Statistics


CTGP1

CTGP2

CTGP3

CTGP4

CTGP5

CTGP6

N

Valid

136

136

136

136

136

136


Missing

5

5

5

5

5

5

Mean


3.57

3.43

3.76

3.32

3.24

3.52

Mode


4

3

4

3

3

4

Std. Deviation

.496

.497

.426

.629

.443

.530

Statistics


KTGP1

KTGP2

KTGP3

KTGP4

KTGP5

KTGP6

N

Valid

136

136

136

136

136

136


Missing

5

5

5

5

5

5

Mean


3.54

3.40

3.67

3.26

3.23

3.47

Mode


4

3

4

3

3

4

Std. Deviation

.500

.493

.472

.655

.438

.583


PHỤ LỤC 3.9


BẢNG KIỂM ĐỊNH ONE- WAY ANOVA

VỀ SỰ CẦN THIẾT VÀ TÍNH KHẢ THI CỦA CÁC BIỆN PHÁP

1. Sự cần thiết


Test of Homogeneity of Variances



Levene Statistic

df1

df2

Sig.

CTGP1

3.573

4

131

.008

CTGP2

2.852

4

131

.026

CTGP3

1.491

4

131

.209

CTGP4

3.587

4

131

.008

CTGP5

4.779

4

131

.001

CTGP6

7.577

4

131

.000


ANOVA


Sum of Squares

df

Mean Square

F

Sig.

CTGP1

Between Groups

.813

4

.203

.821

.514


Within Groups

32.451

131

.248


Total

33.265

135


CTGP2

Between Groups

.770

4

.193

.773

.545


Within Groups

32.634

131

.249


Total

33.404

135


CTGP3

Between Groups

.248

4

.062

.335

.854


Within Groups

24.223

131

.185


Total

24.471

135


CTGP4

Between Groups

6.088

4

1.522

4.213

.003


Within Groups

47.317

131

.361


Total

53.404

135


CTGP5

Between Groups

3.684

4

.921

5.296

.001


Within Groups

22.786

131

.174


Total

26.471

135


CTGP6

Between Groups

3.748

4

.937

3.590

.008


Within Groups

34.186

131

.261


Total

37.934

135



Robust Tests of Equality of Means


Statistica

df1

df2

Sig.

CTGP1

Welch

.816

4

27.607

.526

CTGP2

Welch

.743

4

27.584

.571

CTGP3

Welch

.336

4

27.957

.851

CTGP4

Welch

11.034

4

30.304

.000

CTGP5

Welch

4.443

4

27.738

.007

CTGP6

Welch

5.800

4

28.513

.002

a. Asymptotically F distributed.

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