0% found this document useful (0 votes)
27 views5 pages

Exam Set

The document contains a series of multiple-choice questions related to set theory and basic arithmetic operations. It includes questions about definitions, properties of sets, and calculations involving addition, subtraction, and multiplication. The format is designed for students to answer without erasures, indicating a formal assessment or quiz.

Uploaded by

vaughnrazon07
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOCX, PDF, TXT or read online on Scribd
0% found this document useful (0 votes)
27 views5 pages

Exam Set

The document contains a series of multiple-choice questions related to set theory and basic arithmetic operations. It includes questions about definitions, properties of sets, and calculations involving addition, subtraction, and multiplication. The format is designed for students to answer without erasures, indicating a formal assessment or quiz.

Uploaded by

vaughnrazon07
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOCX, PDF, TXT or read online on Scribd
You are on page 1/ 5

COLLEGE DEPARTMENT

Name: __________________________________________ Score: ______________


Course/Block: ______________ Date: _______________
I. Multiple Choice: Read and analyze the following questions and write the letter of the correct answer in
the space provided. Strictly NO ERASURE.
____1. A ______ is an ordered collection of objects.
A. Relation c. Set*
B. Function d. Proposition
____2. Power set of empty set has exactly _____ subset.
A. One* c. Zero
B. Two d. Three
____3. what is the cartesian product of A= {1,2}and B= {a,b}?
A. {(1,a),(1,b),(2,a),(2,b)}* c. {1,a,1,b,2,a,2,b}
B. {(1a,1b),(1b,1a,2a)} d. {1,2,a,b}
____4. which of the following two set are equal?
A. A= {1,2,3}and B= {1,2}
B. A= {1,3,2}and B= {1,2,3} *
C. A= {1,2,3,4}and B= {4,2,3}
D. A= {1,2,3}and B= {3}
____5. If two sets A and B have 99 elements in common, then the number of elements common to each
of the sets A x B and B x A are.
A. 299 c. 99
B. 992 *
d. 100

____6. If the set A has p elements, B has q elements, then the number of elements in A x B is.
A. p+q c. p-q
B. p=q d. pq *
____7. A and B are subsets of a universal set having 12 elements. If A has 7 elements, B has 9 elements
and ANB has 9 elements, then what is the number of elements in AuB?
A. 11 c. 22
B. 16 d. 10*
COLLEGE DEPARTMENT

____8. The set of intelligent students in a class is example of what kind of set?
A. Null set c. Finite set
B. Singleton set d. Not well-defined set *
____9. which of the following is a set of counting numbers.
A. {1,2,3,4,5}* c. {-1,0,1,2,3}
B. {0,1,2,3} d. {-1,-2,-3,-4}
____10. Which of the following is the empty set?
A. {x: x is a real number and x² - 1 = 0}
B. {x: x is a real number and x² + 1 = 0}*
C. {x: x is a real number and x2 - 9 = 0}
D.{x: x is a real number and x2 = x + 2}
____11. The part of a venn diagram where two circles overlap is called what?
A. Subset c. intersection *
B. Complement d. disjoint set
____12. Which of the following set is even numbers.
A. { 0,2,4,6,8} c. {14,12,16,122,238} *
B. {2,4,6,8,11} d. {1,2,4,6,8}
____13. The following is a well defined set except one.
A. X={list of the days in a week}
B. X={list of the primary colors}
C. X={list of the beautiful girls in Manaoag} *
D. X={list of the president in the Phillipines}
____14. What is the cardinality?
A. Refers to the numbers of element in the given set *
B. Refers to the bracket
C. Refers to the element
D. All of the above
____15. Which of the following is a whole number
A. 1/2
COLLEGE DEPARTMENT

B. 27.1
C. 2.5
D. 27*
____16. what is the best definition of the null set.
A. Set without element *
B. Member of the element
C. Number of element in the given set
D. Both A and C
____17. if A= {1,2,3,4,5,6 } and B={2,4,6 }, what does A U B represent?
A. {3,4,6} c. {0,2,4,6}
B. {1,5,3} d. { 1,2,3,4,5,6} *
____18. An empty set denoted by the symbol of?
A. Θ c. ɇ

B. ¿ d. {} *

_____19. Set U is considered a?


A. Universal set * c. Under set
B. Undefine set d. None of the above
_____20. Which of the following is counting numbers?
A. 1,2,3,4,5,6,…* c. 0,1,2,3,4,5,6,…
B. -1,-2,-3,-4,-5,-6… d. both A and B

A. Find the sum using the rules for addition.


1. -7 + (-12)
2. 15 + 31
3. 35 + (-13)
4. -30 + (-27)
5. -64 + (-15)
6. 47 + (-31)
7. -28 + 70 + (-21)
COLLEGE DEPARTMENT

8. 49 + (-64) + 72
9. 81 + (-35) + 25
10. -58 + (-43) + 37 + 121
11. 562 + (-352) + 801 + 47
12. -50 + (-214) + 216 + (-93)
B. Find the difference.
1. 379 - (-187)
2. -6768 - (-427)
3. -8762 - 1235
4. 948 - (-672)
5. 8825 - 3516
6. -9231 - ( -5804)
C. Perform the indicated operation.
1. (-8) + (-10) - (-12)
2. 16 - 24 + 10
3. -54 + 68 - 70 - 84
4. 79 - (-80) + (-15)
5. 265 - (-214) - (-413) + (-88)
6. 418 + 649 - 891 + 151
7. (-285) + ( -485) + 36
8. (-30) - 311 - (-418)
D. Perform the indicated operation.

1. 10(-100)

2. -18(12)
3. -16(27)
4. -30(48)
5. - 3(- 8)(- 6)
6. - 45(- 15)(9)
7. 7.-18(12+23)
COLLEGE DEPARTMENT

8. (- 20)(7) + 60(- 20)


9. - 5(27 + 23)(- 3)
10. - 33(13 - 34) + 10(- 20)
11. - 812/67
12. 750 / (- 19)
13. 98 / (- 16)
14. 112 / (- 16)
15. - 441 / (- 9)
16. (- 650) / (- 65)

You might also like