SlideShare a Scribd company logo
2
Most read
DAILY TEST MATHEMATICS GRADE 7
                                                     PART 1 : SETS ( Ex 9 to 13 )
                                           SMPK PENABUR GADING SERPONG
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 ( 75 )                     TYPE B ( 85 )                       TYPE C ( 100 )
1. Draw in Venn diagram for 3 1. Draw in Venn diagram for 3 sets 1. Draw in Venn diagram for 3 sets A,
sets A, B and C if,            A, B and C if                        B and C if

A   B, A      C, B         C              A    B, A        C, C        B                         A // B, A         C,B           C

2. Given that :                           2.Given that :                                         2. Given that :
   M = {a, b, c, d, e}                    U = { xI x < 10, x є natural                           U = { xI x < 10, x є whole
   N ={e, f, g, h }                            numbers }                                              numbers }
                                          M = {xI 1<x<5, x є prime                               M = {xI 1≤x<10, x є odd
List the elements M ∩N .                       numbers }                                               numbers }
                                          N ={xI 1<x< 7, x є even                                N ={xI 2≤x< 10, x є factors of 8 }
                                               numbers }
                                                                                                 List the elements of M ∩N.
                                          List the elements of M ∩N.

3. Look at the Venn                       3. Look at the Venn diagram!                           3. Look at the Venn diagram!
Diagram !
                                                                                             U                                                       U
                                               X                                      Z                X
                                 U                                                                                      Z
          X            Y                              .9          .3            .11
                                                                                                           .7                                    Y
        .5        .2       .1                                                         .12                              .1             .4
                                                   .10            .0                                                        .3
                  .3                                                                                              .2
                           .4                                     .1       .5                                                                   .8
        .6                                                                                                                       .5
                                .0                         .4                                                .6
                                                                           .6
                                                                                                                                           .9
                                                                 .13 .8                .14
                                               .15
List the elements of :                                     Y

( X ∩Y )      X                           List the elements of :                                 List the elements of :

                                          ( X∩Y’∩Z )           ( Y∩Z )                           ( X ∩Z’∩Y’ )               ( X∩Y∩Z’ )

4.                                        4.                                                     4.
If P and Q are two sets such              In a group of 80 people, 47 like                       100 were students interviewed.
that P U Q has 35 elements, P             coffee, 15 like tea and coffee. If                     28 took PE
has 15 elements and Q has 27              each person like at least one of                       31 took BIO
elements, how many                        the two drinks. How many people                        42 took ENG
elements does P ∩ Q have ?                like tea ?                                             9 took PE and BIO
                                                                                                 10 took PE and ENG
                                                                                                 6 took BIO and ENG
                                                                                                 4 took all three subjects
                                                                                                 How many students took PE but not
                                                                                                 BIO or ENG ?

5. Given that,                            5. Given that,                                         5.Given that,
U = {1, 2, 3, 4, 5,…, 10}                 U = {whole number between 1                            U = {x I 0≤ x ≤ 10, x є Whole
A = {3, 4, 5, 6,}                              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 }
List the elements of A               B.        and 15 }
                                                                                                 List the elements of A                     B.
                                          List the elements of A                  B.
6.                               6.                                            6.
Given that,                      Look at the Venn diagram!                     Given that,
P = {2, 3, 4, 5, 6,}                                               U           U = {1, 2, 3, 4, 5,…, 10}
Q = {1, 3, 5, 7, 9 }                      X           Y                        A = {2, 4, 6, }
                                        .5       .2       .1                   B = {1, 3, 5, 7, 9 }
List the elements of :                           .3                            C = {2, 3, 5, 7 }
                                        .6                .4
                                                               .0
P-Q                                                                            List the elements of :
                                 List the elements of :
                                                                               A’ – ( B + C )
                                 X’ – Y


7.                               7.                                            7.
Given that,                      Given that,                                   Given that,
n (P) = 24                       n (U) = 100                                   n (P) = 121
n (Q) = 16                       n (P) = 56                                    n (Q) = 173
n ( P ∩Q ) = 7                   n (Q) = 40                                    n ( P U Q ) = 430
                                 n ( P ∩Q ) = 23
find n ( P U Q ) !
                                 find n( P U Q )’ !                            find n( P ∩Q )’ !

8.                               8.                                            8.
Given that,                      Given that,                                   Given that,
U = {0,1,2,3,4,…..,10}           U = {0,1,2,3,4,…..,10}                        U = {0,1,2,3,4,…..,10}
A = {2, 4, 5, 7, 9 }             A = { 1, 3, 5, 7, 9 }                         A = { 0, 1, 2, 3, 4, 5}
                                 B = { 3,4, 5, 6, 7 }                          B = { 4, 5, 6, 7, 8, 9}
List the elements of A’ !                                                      C = { 3, 6, 9, }
                                 List the elements of (A ∩B )’ !
                                                                               List the elements of
                                                                               ( A ∩B ∩C’ ) U ( A’ ∩B’ ∩C )

9.                               9.                                            9.
shade the region of A ∩B’ .      shade the region of                           shade the region of
                                 ( B ∩C’ ) U ( A’ ∩C )                         ( A ∩B ) (B’ ∩C )

                            U                    A                     U                                            U
           A           B                                           C
                                                                                                        B   C
                                             B                                                  A




10.                              10.                                           10.
Find the set notation for        Find the set notation for shaded              Find the set notation for shaded
shaded region below !            region below !                                region below !

                       N    U                                              U                                    U
          M                                                N                                        P
                                       M
                                                                                         M              N
                                                               P




BONUS ! ( 10 points )
In a survey it was found that 19 liked product A, 23 liked product B and 25 liked product C. if 11 people liked
products A and B, 10 people liked products A and C, 14 people liked products B and C, and 8 liked all the
three products. Find how many liked products A and B but not liked product C.
“ 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




Bonus
“ GOD’S GOODNESS “

More Related Content

PPTX
Formulating the rule in finding the nth term (DAY2).pptx
PPTX
Grade 6 Third Quarter Mathematics - Visualizing Solid Figures.pptx
PPT
Percent math 6
PPT
MATH 5 PPT Q3 W5 - Lesson 69 - Visualizes And Describes Solid Figures.ppt
PPTX
Subtracting similar fractions
PDF
MATH 5- QUARTER 3-WEEK 5-Module 5-Final-Allan-Domingo.pdf
PDF
Matematik Tahun 1 PKSR 1 Kertas 2 2017
DOCX
Solving problem involving temperature
Formulating the rule in finding the nth term (DAY2).pptx
Grade 6 Third Quarter Mathematics - Visualizing Solid Figures.pptx
Percent math 6
MATH 5 PPT Q3 W5 - Lesson 69 - Visualizes And Describes Solid Figures.ppt
Subtracting similar fractions
MATH 5- QUARTER 3-WEEK 5-Module 5-Final-Allan-Domingo.pdf
Matematik Tahun 1 PKSR 1 Kertas 2 2017
Solving problem involving temperature

What's hot (20)

PDF
Math5_Q4_Mod10_Week 5b.pdf
PDF
Kagrool1 2018
PPTX
Finding the Nth Term of a Sequence and.pptx
PPTX
COT MATH 6 2020-2021 (1).pptx
PPTX
Finding Area of a Composite Figure (Presentation)
DOC
Peperiksaan pertengahan tahun matematik tahun 1
PDF
Mathematics Year 1 PKSR 1 Paper 2 2017
DOCX
DLL 1ST WEEK- PSYCHOSOCIAL.docx
PDF
2.5.4 Hinge Theorem
PPTX
add and subtract similar fractions
PDF
Math y1 dlp paper 1
PDF
PKSR 1 Matematik Tahun 2 Kertas1
DOCX
Peperiksaan Akhir Tahun November 2017 | Dunia Muzik Tahun 2
PDF
Soalan Bahasa Inggeris Tahun 1 Kertas 1 (cefr)
PPTX
ESP 5 PPT Q4 W2 - Day 1-5 - Pakikiisa sa Pagdarasal para sa Kabutihan ng laha...
PPTX
G5Q4-WEEK-2-MATH-PPT.pptx
PPTX
Lesson 38 adding and subtracting dissimilar fractions
PDF
Soalan PKSR 2 Matematik Tahun 2 2014
DOCX
Solid figures
DOCX
Lp (similar polygons)
Math5_Q4_Mod10_Week 5b.pdf
Kagrool1 2018
Finding the Nth Term of a Sequence and.pptx
COT MATH 6 2020-2021 (1).pptx
Finding Area of a Composite Figure (Presentation)
Peperiksaan pertengahan tahun matematik tahun 1
Mathematics Year 1 PKSR 1 Paper 2 2017
DLL 1ST WEEK- PSYCHOSOCIAL.docx
2.5.4 Hinge Theorem
add and subtract similar fractions
Math y1 dlp paper 1
PKSR 1 Matematik Tahun 2 Kertas1
Peperiksaan Akhir Tahun November 2017 | Dunia Muzik Tahun 2
Soalan Bahasa Inggeris Tahun 1 Kertas 1 (cefr)
ESP 5 PPT Q4 W2 - Day 1-5 - Pakikiisa sa Pagdarasal para sa Kabutihan ng laha...
G5Q4-WEEK-2-MATH-PPT.pptx
Lesson 38 adding and subtracting dissimilar fractions
Soalan PKSR 2 Matematik Tahun 2 2014
Solid figures
Lp (similar polygons)
Ad

Viewers also liked (20)

DOCX
Daily test mathematics grade 7 sets part 1
DOCX
A log plan in mathematics 7
PDF
How to Make Awesome SlideShares: Tips & Tricks
DOC
EXERCISE PARALLEL LINES
PPTX
Transformations smpk gs
PPTX
Physical science g7 (review)
PPTX
Chapter 9 PARALLEL LINES SMPK PENABUR GADING SERPONG
PPTX
10 Puzzles Yan
PPTX
10 puzzlesyan
PPT
Shopping City
PPT
Shopping City
PPT
The Game Matters
PPTX
Unit 2 Addition, Subtraction, and Multiplication
PPTX
Social arithmetic
PPTX
Syllogism
PPTX
NUMBER SYSTEM
PPT
Operations on sets
PPTX
Integers
PPTX
Rational numbers
PPTX
Florante at Laura
Daily test mathematics grade 7 sets part 1
A log plan in mathematics 7
How to Make Awesome SlideShares: Tips & Tricks
EXERCISE PARALLEL LINES
Transformations smpk gs
Physical science g7 (review)
Chapter 9 PARALLEL LINES SMPK PENABUR GADING SERPONG
10 Puzzles Yan
10 puzzlesyan
Shopping City
Shopping City
The Game Matters
Unit 2 Addition, Subtraction, and Multiplication
Social arithmetic
Syllogism
NUMBER SYSTEM
Operations on sets
Integers
Rational numbers
Florante at Laura
Ad

Similar to Daily test mathematics grade 7 sets part 2 (20)

PDF
เซต
PDF
Datamining 7th kmeans
PDF
Daily test sets feb 2012.docx ( edit )
PDF
Datamining 7th Kmeans
PPTX
Grey
PPTX
1150 day 2
PDF
[Worksheet] sets (extra)
PDF
2 2-1 solving multi-step equations hw
PDF
Datamining 8th hclustering
PDF
Datamining 8th Hclustering
DOCX
ข้อสอบ Gsp
PDF
Section 7 practice b
PDF
F4 Answer
PDF
Unit 5 bingo
PPTX
Set theory
PPTX
Edu presentation 1
KEY
Wikimedia Conference 2009 presentation
PDF
Unit 5 bingo
DOC
MATH: SIMILARITY
PDF
Pr10.1 A
เซต
Datamining 7th kmeans
Daily test sets feb 2012.docx ( edit )
Datamining 7th Kmeans
Grey
1150 day 2
[Worksheet] sets (extra)
2 2-1 solving multi-step equations hw
Datamining 8th hclustering
Datamining 8th Hclustering
ข้อสอบ Gsp
Section 7 practice b
F4 Answer
Unit 5 bingo
Set theory
Edu presentation 1
Wikimedia Conference 2009 presentation
Unit 5 bingo
MATH: SIMILARITY
Pr10.1 A

More from SMPK Penabur Gading Serpong (20)

DOCX
Transformations worksheet
DOCX
EXERCISE Chapter 9 parallel lines
DOCX
Relationship of angles
DOCX
Relationship between angles
PPTX
Problem solving sets
DOCX
Linear Equation with One Variable (LEOV)
PPTX
Math club bilangan
PPTX
Prove pythagorean theorem
DOCX
PPTX
PPTX
Ratio line segment on parallel lines
DOCX
Quiz relationships of angles
PPTX
Basic geometrical constructions
PPTX
Ratio & proportion
PPTX
Equiations and inequalities
DOCX
Multiplication of polynomial
PDF
PPT
Fractions jeopardy
DOC
Handout basic algebra
Transformations worksheet
EXERCISE Chapter 9 parallel lines
Relationship of angles
Relationship between angles
Problem solving sets
Linear Equation with One Variable (LEOV)
Math club bilangan
Prove pythagorean theorem
Ratio line segment on parallel lines
Quiz relationships of angles
Basic geometrical constructions
Ratio & proportion
Equiations and inequalities
Multiplication of polynomial
Fractions jeopardy
Handout basic algebra

Daily test mathematics grade 7 sets part 2

  • 1. DAILY TEST MATHEMATICS GRADE 7 PART 1 : SETS ( Ex 9 to 13 ) SMPK PENABUR GADING SERPONG 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 ( 75 ) TYPE B ( 85 ) TYPE C ( 100 ) 1. Draw in Venn diagram for 3 1. Draw in Venn diagram for 3 sets 1. Draw in Venn diagram for 3 sets A, sets A, B and C if, A, B and C if B and C if A B, A C, B C A B, A C, C B A // B, A C,B C 2. Given that : 2.Given that : 2. Given that : M = {a, b, c, d, e} U = { xI x < 10, x є natural U = { xI x < 10, x є whole N ={e, f, g, h } numbers } numbers } M = {xI 1<x<5, x є prime M = {xI 1≤x<10, x є odd List the elements M ∩N . numbers } numbers } N ={xI 1<x< 7, x є even N ={xI 2≤x< 10, x є factors of 8 } numbers } List the elements of M ∩N. List the elements of M ∩N. 3. Look at the Venn 3. Look at the Venn diagram! 3. Look at the Venn diagram! Diagram ! U U X Z X U Z X Y .9 .3 .11 .7 Y .5 .2 .1 .12 .1 .4 .10 .0 .3 .3 .2 .4 .1 .5 .8 .6 .5 .0 .4 .6 .6 .9 .13 .8 .14 .15 List the elements of : Y ( X ∩Y ) X List the elements of : List the elements of : ( X∩Y’∩Z ) ( Y∩Z ) ( X ∩Z’∩Y’ ) ( X∩Y∩Z’ ) 4. 4. 4. If P and Q are two sets such In a group of 80 people, 47 like 100 were students interviewed. that P U Q has 35 elements, P coffee, 15 like tea and coffee. If 28 took PE has 15 elements and Q has 27 each person like at least one of 31 took BIO elements, how many the two drinks. How many people 42 took ENG elements does P ∩ Q have ? like tea ? 9 took PE and BIO 10 took PE and ENG 6 took BIO and ENG 4 took all three subjects How many students took PE but not BIO or ENG ? 5. Given that, 5. Given that, 5.Given that, U = {1, 2, 3, 4, 5,…, 10} U = {whole number between 1 U = {x I 0≤ x ≤ 10, x є Whole A = {3, 4, 5, 6,} 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 } List the elements of A B. and 15 } List the elements of A B. List the elements of A B.
  • 2. 6. 6. 6. Given that, Look at the Venn diagram! Given that, P = {2, 3, 4, 5, 6,} U U = {1, 2, 3, 4, 5,…, 10} Q = {1, 3, 5, 7, 9 } X Y A = {2, 4, 6, } .5 .2 .1 B = {1, 3, 5, 7, 9 } List the elements of : .3 C = {2, 3, 5, 7 } .6 .4 .0 P-Q List the elements of : List the elements of : A’ – ( B + C ) X’ – Y 7. 7. 7. Given that, Given that, Given that, n (P) = 24 n (U) = 100 n (P) = 121 n (Q) = 16 n (P) = 56 n (Q) = 173 n ( P ∩Q ) = 7 n (Q) = 40 n ( P U Q ) = 430 n ( P ∩Q ) = 23 find n ( P U Q ) ! find n( P U Q )’ ! find n( P ∩Q )’ ! 8. 8. 8. Given that, Given that, Given that, U = {0,1,2,3,4,…..,10} U = {0,1,2,3,4,…..,10} U = {0,1,2,3,4,…..,10} A = {2, 4, 5, 7, 9 } A = { 1, 3, 5, 7, 9 } A = { 0, 1, 2, 3, 4, 5} B = { 3,4, 5, 6, 7 } B = { 4, 5, 6, 7, 8, 9} List the elements of A’ ! C = { 3, 6, 9, } List the elements of (A ∩B )’ ! List the elements of ( A ∩B ∩C’ ) U ( A’ ∩B’ ∩C ) 9. 9. 9. shade the region of A ∩B’ . shade the region of shade the region of ( B ∩C’ ) U ( A’ ∩C ) ( A ∩B ) (B’ ∩C ) U A U U A B C B C B A 10. 10. 10. Find the set notation for Find the set notation for shaded Find the set notation for shaded shaded region below ! region below ! region below ! N U U U M N P M M N P BONUS ! ( 10 points ) In a survey it was found that 19 liked product A, 23 liked product B and 25 liked product C. if 11 people liked products A and B, 10 people liked products A and C, 14 people liked products B and C, and 8 liked all the three products. Find how many liked products A and B but not liked product C.
  • 3. “ 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
  • 4. 6 7 8 9 10 Bonus