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The post concerns Sets and Functions MCQs from class 10 Mathematics Chapter 5. There are 25 multiple-choice questions from Sets and Functions covering topics related to sets, real numbers, De-Morgan’s law, Associative law, distributive law, and Commutative law. Let us start with the Quiz about the Sets and Functions MCQs with Answers.

Sets and Functions MCQs with Answers Mathematics

• Which of the following is true?
• Which of the following is true?
• $N\cap W =$ —————.
• $N\cup W =$ ———-.
• $N-W = $ ———-.
• $W-N = $ ———-.
• $O\cap = $ ————.
• $O\cup E = $ ———-.
• $E-O = $ ————.
• $O-E = $———–.
• Which of the following is the complete description of Real numbers?
• If $x \in A$ and $x \in B$ then ${x}$ is equal to
• If $x\in A$ and $x \in B$ then ${x}$ is equal to
• If $x \in U$ and $x\notin A$ then ${x}$ is equal to
• Which of the following is De-Morgan’s law?
• Which of the following is the associative law of union?
• Which of the following is the associative law of intersection?
• Which of the following is the distributive property of union over intersection?
• Which of the following is the distributive property of intersection over union?
• Which of the following is commutative law?
• Two sets having no common element are called ———— sets.
• If two sets have some elements common but not all are called ———– sets.
• $A$ and $A^c$ are ———— sets.
• If the union and intersection of two sets are equal then sets are ———— sets.
• If $A$ is subset of $U$ then $(A^c)^c = $ —————-.

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This post is about Online MCQs “Sets and Functions Class 10 Mathematics” from Chapter 5. There are 20 multiple-choice questions covering topics related to domain, range, function, sets, and Venn diagrams. Let us start with the “MCQs Sets and Functions Class 10” with Answers from Chapter 5 of Mathematics.

Please go to MCQs Sets and Functions Class 10 Math 2 to view the test

Online MCQs Sets and Functions Class 10 Mathematics

• If $A\cap B = \phi$ then set $A$ and $B$ are ———- sets.
• If $A\subseteq B$ and $B\subseteq A$ then
• The complement of $U$ is
• The complement of $\phi$ is
• $A \cap A^c =$ ——.
• $A\cup A^c =$ ———.
• The set ${x|x \in A \text{ A } x \notin B}$ is
• The point $(-5, -7)$ lies in ———— quadrant.
• The point $(4, -6)$ lies in ———- quadrant.
• The $y$ coordinates of every point on the x-axis is
• The $X$ coordinate of every point on the y-axis is
• The domain of ${(a, b), (b, c), (c, d)}$ is
• The range of ${(a, a), (b, b), (c, c)}$ is
• The Venn diagram was first used by
• A subset of $A\times A$ is called ————– in $A$.
• If $f:A \rightarrow B$ and range of $f=B$ then $f$ is an
• If $f:A\rightarrow B$ and range of $f\ne B$ then $f$ is an
• The relation ${(a, b), (b, c), (a, d)}$ is
• By definition, which of the following is a set?
• Which of the following is true?

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The post is about MCQs Sets and Functions, Chapter 5 from Mathematics of class 10. There are 20 multiple-choice questions from Sets and Functions. Let us start with Online MCQs Sets and Functions, Chapter 5 from 10th Class Mathematics with Answers.

Please go to MCQs Sets and Functions Math 1 to view the test

MCQs Sets and Functions 10th Class Mathematics

• A collection of well-defined distinct objects is called
• A set $Q={\frac{a}{b}|a, b \in Z \wedge b \ne 0}$ is called a
• The different ways to describe a set is
• A set with no element is called
• The set ${x|x\in W \wedge x \le 101 }$ is
• The set having only one element is called
• The power set of an empty set is
• The number of elements in power set ${1, 2, 3}$ is
• If $A \subseteq B$ then $A \cup B$ is equal to
• If $A\subseteq B$ then $A\cap B$ is equal to
• If $A \subseteq B$ then $A-B$ is equal to
• $(A\cup B)\cup C$ is equal to
• $A\cup (B\cap C)$ is equal to
• If $A$ and $B$ are disjoint sets then $A\cup B$ is equal to
• If number of elements in set $A$ is 3 and in set $B$ is 4, then number of elements in $A\times B$ is
• If number of elements in set $A$ is 3 and in set $B$ is 2, then number of binary relations in $A\times B$ is
• The domain of $R={(0, 2), (2, 3), (3, 3), (3, 4)}$ is
• The range of $R={(1, 3), (2, 2), (3, 1), (4, 4)}$ is
• The point $(-1, 4)$ lies in the quadrant
• The relation ${(1, 2), (2, 3), (3, 3), (3, 4)}$ is

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