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DAILY TEST MATHEMATICS GRADE 7
                                           PART 1 : SETS ( Ex 1 to 8 )
                                  SMPK PENABUR GADING SERPONG

Name :                                                         Teacher’s           Parent’s             Score
                                                               Signature          Signature
Class/ No :




Note:
    Choose one type of the questions from three questions are provided.
    You can not changes the type of question if you already decide to answer one of it.
    Write down your answer clearly.

          TYPE A ( 80 )                     TYPE B ( 90 )                              TYPE C ( 100 )
1.                               1.                                        1.
Find 1 example of groups in      Find 2 examples of groups in daily        Find 3 examples of groups in daily
daily life which is set and 1    life which are set and 2 example          life which are set and 1 example
example which is not set !       which are not set !                       which are not set !


2.                               2.                                        2.
List the elements !              Represent the following set using         Represent the following set using
                                 words !                                   set – builder notation!
A = The set of months that
    have 30 dayss                A = {Tuesday , Thursday}                  A : The set of prime numbers
                                                                               greater than 10 and less than or
                                                                               equal 20

3.                               3.                                        3.
Find one example in daily life   Find 2 examples in daily life which       Find 3 examples in daily life which
which is empty set !             are finite set!                           are infinite set !



4.                               4.                                        4.
Find the value of n (P )!        Find the value of n (P )                  Find the value of n (P )

P = {2, 4, 6, 8, 10, 12}         P = {prime factors of 210 }               P = {x I 10 ≤ x ≤ 30, x є
                                                                                Composite numbers }

5.                               5.                                        5.
Draw Venn Diagrams !             Draw Venn Diagrams !                      Draw Venn Diagrams !
U = {1, 2, 3, 4, 5,…, 10}        U = {whole number between 1               U = {x I 0≤ x ≤ 10, x є Whole
A = {2, 4, 6, 8, 10}                  and 15}                                   numbers }
B = {1, 3, 5, 7, 9 }             A = {prime number between 1               A = {x I 0 < x ≤ 10, x є U }
                                      and 10}                              B = {x I 0 < x < 10, x є Composite
                                 B = {odd number between 5                      numbers }
                                      and 15 }

6.                               6.                                        6.
Look at the picture !            Look at the picture !                     Look at the picture !
U = {the students in a class}     U = {the students in a class}       U = {the students in a class}
X = {the students who like        X = {the students who like          X = {the students who like Bakso}
     Bakso}                            Bakso}                         Y = {the students who like Gado-
Y = {the students who like        Y = {the students who like               Gado }
     Gado- Gado}                       Gado-Gado}
                                                                      Find the number of students who
Find the number of students       Find the number of students who     like bakso or gado-gado !
who like bakso and gado-          don’t like bakso !
gado !

7.                                7.                                  7.
Write all possible subsets of :   Write all possible subsets of :     write all possible subsets of ,
M = {a, b}
                                  M ={prime numbers less than 7 }     M = {x I x is a factor of 6 }

8.                                8.                                  8.
A = the set of even number        A = the set of prime factors of     If given the number of subsets of set
    between 1 and 8 .                 60                              A is 256.

Find the number of all            a) Find the number of all           Find :
possible subsests of set A.         possible subsests of set A.       a) Cardinality of set A
                                                                      b) The number of subsets of set A
                                  b) find the numbers of subsets of      consist of 3 elements and 5
                                    A consist of 2 elements              elements

9.                                9.                                  9.
Look at the picture below!        Look at the picture below!          Look at the picture below!
List the elements of set U        List the elements of set U, M and   List the elements of set U, M and N
and M                             N




10.                               10.                                 10.
P = {2, 4, 6, 8}                  P = {a, i, u, e, o}                 P = {xI 10 < x < 20, x is prime
Q = {a, b, c, d }                 Q = {vowels in alphabet }                numbers }

From the statements below,        What is the relation between P      Q = {x I 1≤ x< 10, x is a factors of
which one is true?                and Q ? explain your answer !            8}
a) P = Q or
b) P ~ Q                                                              What is the relation between P and
                                                                      Q ? Explain your answer !
Explain your answer !




                                       “ GOD’S GOODNESS “
ANSWERSHEET
                     DAILY TEST MATHEMATICS GRADE 7
                           PART 1 : SETS ( Ex 1 to 8 )
                     SMPK PENABUR GADING SERPONG
                                                                  Time = 60 minutes
Name :                                      Teacher’s       Parent’s       Score
                                            Signature      Signature
Class/ No :




 NO           TYPE                              SOLUTION
  1




  2




  3




  4




  5
6




7




8




9




10




     “ GOD’S GOODNESS “

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Daily test mathematics grade 7 sets part 1

  • 1. DAILY TEST MATHEMATICS GRADE 7 PART 1 : SETS ( Ex 1 to 8 ) SMPK PENABUR GADING SERPONG Name : Teacher’s Parent’s Score Signature Signature Class/ No : Note:  Choose one type of the questions from three questions are provided.  You can not changes the type of question if you already decide to answer one of it.  Write down your answer clearly. TYPE A ( 80 ) TYPE B ( 90 ) TYPE C ( 100 ) 1. 1. 1. Find 1 example of groups in Find 2 examples of groups in daily Find 3 examples of groups in daily daily life which is set and 1 life which are set and 2 example life which are set and 1 example example which is not set ! which are not set ! which are not set ! 2. 2. 2. List the elements ! Represent the following set using Represent the following set using words ! set – builder notation! A = The set of months that have 30 dayss A = {Tuesday , Thursday} A : The set of prime numbers greater than 10 and less than or equal 20 3. 3. 3. Find one example in daily life Find 2 examples in daily life which Find 3 examples in daily life which which is empty set ! are finite set! are infinite set ! 4. 4. 4. Find the value of n (P )! Find the value of n (P ) Find the value of n (P ) P = {2, 4, 6, 8, 10, 12} P = {prime factors of 210 } P = {x I 10 ≤ x ≤ 30, x є Composite numbers } 5. 5. 5. Draw Venn Diagrams ! Draw Venn Diagrams ! Draw Venn Diagrams ! U = {1, 2, 3, 4, 5,…, 10} U = {whole number between 1 U = {x I 0≤ x ≤ 10, x є Whole A = {2, 4, 6, 8, 10} and 15} numbers } B = {1, 3, 5, 7, 9 } A = {prime number between 1 A = {x I 0 < x ≤ 10, x є U } and 10} B = {x I 0 < x < 10, x є Composite B = {odd number between 5 numbers } and 15 } 6. 6. 6. Look at the picture ! Look at the picture ! Look at the picture !
  • 2. U = {the students in a class} U = {the students in a class} U = {the students in a class} X = {the students who like X = {the students who like X = {the students who like Bakso} Bakso} Bakso} Y = {the students who like Gado- Y = {the students who like Y = {the students who like Gado } Gado- Gado} Gado-Gado} Find the number of students who Find the number of students Find the number of students who like bakso or gado-gado ! who like bakso and gado- don’t like bakso ! gado ! 7. 7. 7. Write all possible subsets of : Write all possible subsets of : write all possible subsets of , M = {a, b} M ={prime numbers less than 7 } M = {x I x is a factor of 6 } 8. 8. 8. A = the set of even number A = the set of prime factors of If given the number of subsets of set between 1 and 8 . 60 A is 256. Find the number of all a) Find the number of all Find : possible subsests of set A. possible subsests of set A. a) Cardinality of set A b) The number of subsets of set A b) find the numbers of subsets of consist of 3 elements and 5 A consist of 2 elements elements 9. 9. 9. Look at the picture below! Look at the picture below! Look at the picture below! List the elements of set U List the elements of set U, M and List the elements of set U, M and N and M N 10. 10. 10. P = {2, 4, 6, 8} P = {a, i, u, e, o} P = {xI 10 < x < 20, x is prime Q = {a, b, c, d } Q = {vowels in alphabet } numbers } From the statements below, What is the relation between P Q = {x I 1≤ x< 10, x is a factors of which one is true? and Q ? explain your answer ! 8} a) P = Q or b) P ~ Q What is the relation between P and Q ? Explain your answer ! Explain your answer ! “ GOD’S GOODNESS “
  • 3. ANSWERSHEET DAILY TEST MATHEMATICS GRADE 7 PART 1 : SETS ( Ex 1 to 8 ) SMPK PENABUR GADING SERPONG Time = 60 minutes Name : Teacher’s Parent’s Score Signature Signature Class/ No : NO TYPE SOLUTION 1 2 3 4 5
  • 4. 6 7 8 9 10 “ GOD’S GOODNESS “