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MUTIARA BANGSA 2 SCHOOL 
ELEMENTARY SCHOOL 
FINAL TEST SEMESTER 1 
ACADEMIC YEAR 2011/2012 
NAME :_________________________________ 
CLASS : Grade 6 ( ) 
SUBJECT : MATHEMATICS 
DAY / DATE : 30 -November-2011 
DURATION : 120 Minutes 
Section A : Choose the correct answer and write its letter in the brackets given (25×10 =100 marks) 
1). 1524 + 27 × 56  268 = _______________ 
A. 2786 C. 2876 
B. 2768 D. 2867 ( B) 
2). 52 + (7)  (42) = _____________ 
A.  18 C. 18 
B. 17 D. 17 ( D) 
3). 21 : 7 × (14 + 5) = ____________ 
A. 47 C. 53 
B. 57 D. 58 ( B) 
4). Greatest Common Divisor (GCD) of 105 , 140 and 175 is _____________ 
A. 5 C. 70 
B. 35 D. 105 ( B) 
5). Least Common Multiple (LCM) of 14 , 21 and 35 is _______________ 
A. 7 C. 210 
B. 70 D. 201 ( C) 
6). GCD and LCM of 40 and 45 respectively are _______ and ________ 
A. 3 and 120 C. 5 and 120 
B. 3 and 360 D. 5 and 360 ( D) 
7). The difference of GCD and LCM of 135 and 375 is ________________ 
A. 3360 C. 3475 
B. 3375 D. 3476 ( A) 
8). 2 × 32 × 7 are prime factorization from ___________ 
A. 128 C. 136 
B. 126 D. 138 ( B) 
9). 83  43 + 23 = ___________________ 
A. 426 C. 456 
B. 436 D. 446 ( C) 
10). Mr. Wahyu tune-up to changing oil his motorcycle every 90 days. Mr.Halim tune-up to changing oil his motorcycle every 75 days. If today both of them changing oil together, then they would tune-up again after ____________ days 
A. 450 C. 270 
B. 300 D. 138 ( A) 
11). Calculate of ( √ √ ) √ = _________________ 
A. 124 C. 152 
B. 164 D. 143 ( D) 
SCORE 
TEACHER’S SIGNATURE 
PARENT’S SIGNATURE
12). The length of a piece of thread is 22 dm would cut into four parts. If one part measures 50 cm and whereas the other two parts measure 0,9 m and 60 mm, then the length of the fourth part is ______________ cm 
A. 76 C. 74 
B. 73 D. 75 ( C) 
13). The flow rate or Debit of a tub of volume 250 m3 filled in 120 minute is _____________ 
A. 126.000 C. 12.600 
B. 125.000 D. 12.500 ( B) 
14). Look at figure below ! 
15). Look at figure below ! 
16). The figure below is shows a cuboid. 
17). The table shows the scores of a group of players in a competition 
Scores 
40 
50 
60 
70 
80 
90 
100 
Frequency 
5 
3 
5 
6 
5 
7 
1 
Calculate the mean score ! 
A. 65,25 C. 67,75 
B. 66,25 D. 68,75 ( C) 
18). The bar chart below is shown the number of students who pass an examination in school. 
If the mean number of students who pass in those year is 435, then in 1999 the number of students is _______ 
A. 550 C. 650 
B. 345 D. 575 ( D) 
The volume of a cylinder is ___________ cm3 ( ) 
A. 1.848 
B. 1.488 
C. 1.884 
D. 1.684 ( ) 
6 cm 
10 cm 
The perimeter and area of a circle respectively are ______ and _______ ( ) 
A. 88 cm and 2464 cm2 
B. 176 cm and 2464 cm2 
C. 88 cm and 4312 cm2 
D. 176 cm and 4312 cm2 ( B) 
28 cm 
The volume of cuboid is _______________ cm3 
A. 17.600 
B. 42.240 
C. 84.480 
D. 126.720 ( B) 
24 dm 
22 dm 
80 dm 
100 200 300 400 500 600 700 800 
NUMBER Of STUDENTS 
2002 
2001 
2000 
1999 ? 
1998 
Year
19). The line graphs shows the number of manufactured by a company in 6 months. 
If the number of cameras produced in June is of that produced in July. 
Calculate the number of cameras manufactured in July. 
A. 36.000 C. 40.000 
B. 45.000 D. 56.250 ( D) 
20). The figure below shows a trapezium. 
21). 0,6 m3 + 12,6 dm3 + 400 cm3 = _________ litres 
A. 413,2 litres C. 613 litres 
B. 442 litres D. 626 litres ( C) 
22). The pie chart below shown the sport hoobies of students. 
23). The bar chart shows the number of visitors to a school carnival over three days. 
Calculate the difference in the number of boys and the number of girls who visited the carnival over the three days. 
A. 30 C. 40 
B. 50 D. 60 ( C) 
24). On a certain day, the lowest temperature at the summit of a mountain is –10oC while the highest temperature recorded is 18oC. The difference between the highest and lowest temperature is _____________ 
A. 28 C. 8 
B. 28 D. 8 ( C) 
25). Given that a triangular prism with base and height of triangle is 8 cm and 24 cm and also height of prism is 23 cm, then the volume of that a a triangular prism is ______________ cm3 
A. 2.280 C. 2.808 
B. 8202 D. 2.208 ( D) 
Jan Feb Mar Apr May Jun 
MONTH 
50 
40 
30 
20 
10 
If the area of trapezium ABCD is 800 cm2, then the value of y is _______ cm 
A. 5 
B. 6 
C. 7 
D. 8 ( A) 
Number of Cameras ( × 1000) 
A 
B 
C 
D 
y = ? 
200 cm 
120 cm 
If the total sum of students is 80, then the sum of students who soccer and basket hobbies are ___________ 
A. 28 
B. 32 
C. 58 
D. 60 ( D) 
Soccer 
40% 
Basket 
35% 
Tennis 
15 % 
Chess 
10 % 
Fri Sat Sun 
DAY 
Remarks : 
= Boys 
= Girls 
500 
400 
300 
200 
100 
0 
Numbers of Visitors
Section B : Read the questions carefully and write the correct answers in the blanks provided. 
26). The common factors of 36, 42 and 54 is ___________________ 
27). 1 hour 15 minutes 30 seconds = _______________ seconds 
28). The figure below is composite shapes, consist of a square and a trapezium. The height of trapezium the same as height square. 
29). The sum of GCD and LCM 222 and 321 is ____________ 
30). √ √ = ______________ 
31). Arif has 1083 eggs. After examining them, he found that 43 eggs were rotten. The good eggs were put equally into 40 boxes. Calculate the number of eggs in each box. 
32). 1200 + 350 × 41 : 25 = ______________ 
33). 2,8 dm3 + 20 cm3 = _________dL / deciliter 
34). The figure below is composite solids, consist of a cube and a pyramid. 
35). The pie chart below shown to the number of fowls at a village. 
SECTION C : Solve the problems. Show your working in the given spaces 
36). The volume of a cube is 3.375 cm3. What is the surface area of that a cube ? 
Answer :______________ cm2 
20 cm 
35 cm 
25 cm 
The perimeter of composite figure is ______________ cm 
9 cm 
9 cm 
9 cm 
12 cm 
Volume of composite solids is _________________ cm3 
If the total sum of fowls is 504 , 
then the number of geese is ____________ 
Chicken 
150o 
Duck 
100o 
geese 
35o 
25o 
50o
37). Find of Greates Common Divisor (GCD) and Least Common Multiple (LCM) 
a). 10, 24 and 36 
b). 42 and 126 
Answer : a). ______________ 
b). ______________ 
38). Find of the arithmetical from 
a). 33 × √ √ 
b). 20  √ √ 
Answer : a). ______________ 
b). _______________ 
39). What is the area of figure below ! 
a). b). 
Answer a) ________________ cm2 Answer b) ________________ cm2 
40). The data in the following table shows marks obtained by 30 students in a Mathematics Test 
(a) Using the data above for make the table frequency ! 
(b). What is the mean of Mathematics Test of marks ? 
20 cm 
20 cm 
20 cm 
75 70 85 90 75 85 100 95 85 90 
80 85 90 85 70 75 70 80 95 100 
95 90 100 95 75 70 80 85 70 85 
60 cm 
56 cm

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MUTIARA BANGSA 2 SCHOOL FINAL TEST

  • 1. MUTIARA BANGSA 2 SCHOOL ELEMENTARY SCHOOL FINAL TEST SEMESTER 1 ACADEMIC YEAR 2011/2012 NAME :_________________________________ CLASS : Grade 6 ( ) SUBJECT : MATHEMATICS DAY / DATE : 30 -November-2011 DURATION : 120 Minutes Section A : Choose the correct answer and write its letter in the brackets given (25×10 =100 marks) 1). 1524 + 27 × 56  268 = _______________ A. 2786 C. 2876 B. 2768 D. 2867 ( B) 2). 52 + (7)  (42) = _____________ A.  18 C. 18 B. 17 D. 17 ( D) 3). 21 : 7 × (14 + 5) = ____________ A. 47 C. 53 B. 57 D. 58 ( B) 4). Greatest Common Divisor (GCD) of 105 , 140 and 175 is _____________ A. 5 C. 70 B. 35 D. 105 ( B) 5). Least Common Multiple (LCM) of 14 , 21 and 35 is _______________ A. 7 C. 210 B. 70 D. 201 ( C) 6). GCD and LCM of 40 and 45 respectively are _______ and ________ A. 3 and 120 C. 5 and 120 B. 3 and 360 D. 5 and 360 ( D) 7). The difference of GCD and LCM of 135 and 375 is ________________ A. 3360 C. 3475 B. 3375 D. 3476 ( A) 8). 2 × 32 × 7 are prime factorization from ___________ A. 128 C. 136 B. 126 D. 138 ( B) 9). 83  43 + 23 = ___________________ A. 426 C. 456 B. 436 D. 446 ( C) 10). Mr. Wahyu tune-up to changing oil his motorcycle every 90 days. Mr.Halim tune-up to changing oil his motorcycle every 75 days. If today both of them changing oil together, then they would tune-up again after ____________ days A. 450 C. 270 B. 300 D. 138 ( A) 11). Calculate of ( √ √ ) √ = _________________ A. 124 C. 152 B. 164 D. 143 ( D) SCORE TEACHER’S SIGNATURE PARENT’S SIGNATURE
  • 2. 12). The length of a piece of thread is 22 dm would cut into four parts. If one part measures 50 cm and whereas the other two parts measure 0,9 m and 60 mm, then the length of the fourth part is ______________ cm A. 76 C. 74 B. 73 D. 75 ( C) 13). The flow rate or Debit of a tub of volume 250 m3 filled in 120 minute is _____________ A. 126.000 C. 12.600 B. 125.000 D. 12.500 ( B) 14). Look at figure below ! 15). Look at figure below ! 16). The figure below is shows a cuboid. 17). The table shows the scores of a group of players in a competition Scores 40 50 60 70 80 90 100 Frequency 5 3 5 6 5 7 1 Calculate the mean score ! A. 65,25 C. 67,75 B. 66,25 D. 68,75 ( C) 18). The bar chart below is shown the number of students who pass an examination in school. If the mean number of students who pass in those year is 435, then in 1999 the number of students is _______ A. 550 C. 650 B. 345 D. 575 ( D) The volume of a cylinder is ___________ cm3 ( ) A. 1.848 B. 1.488 C. 1.884 D. 1.684 ( ) 6 cm 10 cm The perimeter and area of a circle respectively are ______ and _______ ( ) A. 88 cm and 2464 cm2 B. 176 cm and 2464 cm2 C. 88 cm and 4312 cm2 D. 176 cm and 4312 cm2 ( B) 28 cm The volume of cuboid is _______________ cm3 A. 17.600 B. 42.240 C. 84.480 D. 126.720 ( B) 24 dm 22 dm 80 dm 100 200 300 400 500 600 700 800 NUMBER Of STUDENTS 2002 2001 2000 1999 ? 1998 Year
  • 3. 19). The line graphs shows the number of manufactured by a company in 6 months. If the number of cameras produced in June is of that produced in July. Calculate the number of cameras manufactured in July. A. 36.000 C. 40.000 B. 45.000 D. 56.250 ( D) 20). The figure below shows a trapezium. 21). 0,6 m3 + 12,6 dm3 + 400 cm3 = _________ litres A. 413,2 litres C. 613 litres B. 442 litres D. 626 litres ( C) 22). The pie chart below shown the sport hoobies of students. 23). The bar chart shows the number of visitors to a school carnival over three days. Calculate the difference in the number of boys and the number of girls who visited the carnival over the three days. A. 30 C. 40 B. 50 D. 60 ( C) 24). On a certain day, the lowest temperature at the summit of a mountain is –10oC while the highest temperature recorded is 18oC. The difference between the highest and lowest temperature is _____________ A. 28 C. 8 B. 28 D. 8 ( C) 25). Given that a triangular prism with base and height of triangle is 8 cm and 24 cm and also height of prism is 23 cm, then the volume of that a a triangular prism is ______________ cm3 A. 2.280 C. 2.808 B. 8202 D. 2.208 ( D) Jan Feb Mar Apr May Jun MONTH 50 40 30 20 10 If the area of trapezium ABCD is 800 cm2, then the value of y is _______ cm A. 5 B. 6 C. 7 D. 8 ( A) Number of Cameras ( × 1000) A B C D y = ? 200 cm 120 cm If the total sum of students is 80, then the sum of students who soccer and basket hobbies are ___________ A. 28 B. 32 C. 58 D. 60 ( D) Soccer 40% Basket 35% Tennis 15 % Chess 10 % Fri Sat Sun DAY Remarks : = Boys = Girls 500 400 300 200 100 0 Numbers of Visitors
  • 4. Section B : Read the questions carefully and write the correct answers in the blanks provided. 26). The common factors of 36, 42 and 54 is ___________________ 27). 1 hour 15 minutes 30 seconds = _______________ seconds 28). The figure below is composite shapes, consist of a square and a trapezium. The height of trapezium the same as height square. 29). The sum of GCD and LCM 222 and 321 is ____________ 30). √ √ = ______________ 31). Arif has 1083 eggs. After examining them, he found that 43 eggs were rotten. The good eggs were put equally into 40 boxes. Calculate the number of eggs in each box. 32). 1200 + 350 × 41 : 25 = ______________ 33). 2,8 dm3 + 20 cm3 = _________dL / deciliter 34). The figure below is composite solids, consist of a cube and a pyramid. 35). The pie chart below shown to the number of fowls at a village. SECTION C : Solve the problems. Show your working in the given spaces 36). The volume of a cube is 3.375 cm3. What is the surface area of that a cube ? Answer :______________ cm2 20 cm 35 cm 25 cm The perimeter of composite figure is ______________ cm 9 cm 9 cm 9 cm 12 cm Volume of composite solids is _________________ cm3 If the total sum of fowls is 504 , then the number of geese is ____________ Chicken 150o Duck 100o geese 35o 25o 50o
  • 5. 37). Find of Greates Common Divisor (GCD) and Least Common Multiple (LCM) a). 10, 24 and 36 b). 42 and 126 Answer : a). ______________ b). ______________ 38). Find of the arithmetical from a). 33 × √ √ b). 20  √ √ Answer : a). ______________ b). _______________ 39). What is the area of figure below ! a). b). Answer a) ________________ cm2 Answer b) ________________ cm2 40). The data in the following table shows marks obtained by 30 students in a Mathematics Test (a) Using the data above for make the table frequency ! (b). What is the mean of Mathematics Test of marks ? 20 cm 20 cm 20 cm 75 70 85 90 75 85 100 95 85 90 80 85 90 85 70 75 70 80 95 100 95 90 100 95 75 70 80 85 70 85 60 cm 56 cm