Mathematics · JEE

Medium Union, intersection and complement of sets and their algebraic properties MCQs for JEE

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Medium Union, intersection and complement of sets and their algebraic properties MCQs bridge basics and advanced JEE problems — 8+ available on Goodmarks.

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Q1MathsUnit 1: Sets, Relations and Functions
If X={4n3n1:nN}\boldsymbol{X}=\left\{4^{n}-3 n-1: n \in N\right\} and Y={9(n1):nN},\boldsymbol{Y}=\{\mathbf{9}(\boldsymbol{n}-\mathbf{1}): \boldsymbol{n} \in \boldsymbol{N}\}, where N\mathrm{N} is the set of natural numbers, then XY\boldsymbol{X} \cup \boldsymbol{Y} is equal to:
Q2MathsUnit 1: Sets, Relations and Functions
Let n()=700,n(A)=400,n(B)=300,n(An(\cup)=700, n(A)=400, n(B)=300, n(A \cap B)=300.\mathrm{B})=300 . Then (AB)=\left(\mathrm{A}^{\prime} \cap \mathrm{B}^{\prime}\right)=
Q3MathsUnit 1: Sets, Relations and Functions
f n(U)=50,n(A)=20,n((AB))=18n(U)=50, n(A)=20, n\left((A \cup B)^{\prime}\right)=18 then n(BA)n(B-A) is
Q4MathsUnit 1: Sets, Relations and Functions
In a class consisting of 100 students, 20 know English and 20 do not know Hindi and 10 know neither English nor Hindi. The number of students knowing both Hindi and English is:
Q5MathsUnit 1: Sets, Relations and Functions
At a school, 20%20 \% of the students are seniors. If all of the seniors attended the school play, and 60%60 \% of all the students attended the play, then what percent of the non-seniors attended the play?
Q6MathsUnit 1: Sets, Relations and Functions
In a class, 20 opted for Physics, 17 for Maths, 5 for both and 10 for other subjects. The class contains how many students?
Q7MathsUnit 1: Sets, Relations and Functions
fin (A)=120,N(B)=250(A)=120, N(B)=250 and n(AB)=n(A-B)= 52, then find n(AB)n(A \cup B)
Q8MathsUnit 1: Sets, Relations and Functions
Let A1,A2A_{1}, A_{2} and A3A_{3} be subsets of a set XX Which one of the following is correct?

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