EduSahara™ Assignment
Name : Operations on Sets Using Venn Diagrams
Chapter : Sets
Grade : SSC Grade X
License : Non Commercial Use
Question 1
1.
Which of the following diagrams represent equivalent sets?
  • (i)
    figure 3
  • (ii)
    figure 4
  • (iii)
    figure 1
  • (iv)
    None of the above
  • (v)
    figure 2
Question 2
2.
Which of the following diagrams represent equal sets?
  • (i)
    figure 4
  • (ii)
    figure 1
  • (iii)
    figure 2
  • (iv)
    figure 3
Question 3
3.
Which of the following diagrams represent 'A is subset of B'?
  • (i)
    figure 3
  • (ii)
    figure 1
  • (iii)
    None of the above
  • (iv)
    figure 4
  • (v)
    figure 2
Question 4
4.
    • A ∪ B
    • =
  • (i)
    {0,10,9,-3,7,6,-9,2,5,-4}
  • (ii)
    {-4,5,2,6,-9,9,7,-3}
  • (iii)
    {5,6,7,-3,13,9,2,0,-9}
  • (iv)
    {-9,0,-4,-3,6,9,2,7,5}
  • (v)
    {-4,0,2,6,-9,9,-3,5}
Question 5
5.
    • A ∩ B
    • =
  • (i)
    {8,-7,11}
  • (ii)
    {8,0,-7}
  • (iii)
    {-7,8}
  • (iv)
    {8,7,-2,-7}
  • (v)
    {6,-7,8}
Question 6
6.
    • A − B
    • =
  • (i)
    {-4,10,-9,6,-7,9}
  • (ii)
    {8,5,-2,-6,4}
  • (iii)
    {-4,6,-9,9,-7}
  • (iv)
    {-9,9,-4,6}
  • (v)
    {9,-9,2,-7,6,-4}
Question 7
7.
Find A
  • (i)
    {}
  • (ii)
    {-9,7,2,-4}
  • (iii)
    {7,-9,2}
  • (iv)
    {1,7,2,-4}
  • (v)
    {2,7,-4,-9,1}
Question 8
8.
Find B
  • (i)
    {9,-5,0,-3}
  • (ii)
    {-8,-5,0,-3}
  • (iii)
    {-3,-5,-6,9,0}
  • (iv)
    {9,-3,-5}
  • (v)
    {}
Question 9
9.
Find A ∪ B
  • (i)
    {3,-1,2,4,0,-5,-3}
  • (ii)
    {-3,-1,2,4,-6,-5,3}
  • (iii)
    {3,-4,0,-1,-5,4,-3,2}
  • (iv)
    {-3,4,-6,3,-5,0,-1,2}
  • (v)
    {0,-7,-5,-6,-1,2,4,3,-3}
Question 10
10.
Find A ∩ B
  • (i)
    {8}
  • (ii)
    {-2}
  • (iii)
    {}
  • (iv)
    {-2,8}
Question 11
11.
Find A − B
  • (i)
    {-4,-2,-6,7}
  • (ii)
    {}
  • (iii)
    {8,-4,7,-2}
  • (iv)
    {-4,-2,-6}
  • (v)
    {-2,7,-4,8,-6}
Question 12
12.
Find B − A
  • (i)
    {1,-9,-8}
  • (ii)
    {-9,-8}
  • (iii)
    {9,1,-8,-9}
  • (iv)
    {-9,5,-8}
  • (v)
    {}
Question 13
13.
Find (A − B) ∪ (B − A)
  • (i)
    {5,0,8,-3,7,2}
  • (ii)
    {0,-3,5,7,-9,2}
  • (iii)
    {-9,2,-6,5,-3,7,8,0}
  • (iv)
    {2,8,7,4,0,-9,5}
  • (v)
    {2,8,-9,5,0,-3,7}
Question 14
14.
Find (A ∪ B) − (A ∩ B)
  • (i)
    {-5,-3,2,0,-7,3}
  • (ii)
    {0,3,-3,-5,2,-1}
  • (iii)
    {2,-5,-1,-3,3,0,-7}
  • (iv)
    {3,-5,-1,8,-7,-3,0}
  • (v)
    {3,8,-3,0,-7,2,-5,-1}
Question 15
15.
Find n(A)
  • (i)
    5
  • (ii)
    6
  • (iii)
    4
  • (iv)
    2
  • (v)
    3
Question 16
16.
Find n(B)
  • (i)
    6
  • (ii)
    7
  • (iii)
    5
  • (iv)
    8
  • (v)
    3
Question 17
17.
Find n(A ∪ B)
  • (i)
    7
  • (ii)
    8
  • (iii)
    10
  • (iv)
    11
  • (v)
    9
Question 18
18.
Find n(A ∩ B)
  • (i)
    3
  • (ii)
    4
  • (iii)
    5
  • (iv)
    7
  • (v)
    2
Question 19
19.
Find n(A − B)
  • (i)
    6
  • (ii)
    3
  • (iii)
    4
  • (iv)
    5
  • (v)
    2
Question 20
20.
Find n(B − A)
  • (i)
    4
  • (ii)
    2
  • (iii)
    5
  • (iv)
    3
  • (v)
    6
Question 21
21.
Find n((A − B) ∪ (B − A))
  • (i)
    9
  • (ii)
    5
  • (iii)
    7
  • (iv)
    4
  • (v)
    6
Question 22
22.
Find n((A ∪ B) − (A ∩ B))
  • (i)
    3
  • (ii)
    4
  • (iii)
    7
  • (iv)
    2
  • (v)
    5
    Assignment Key

  •  1) (iv)
  •  2) (iv)
  •  3) (iii)
  •  4) (iv)
  •  5) (iii)
  •  6) (iii)
  •  7) (ii)
  •  8) (i)
  •  9) (iv)
  •  10) (i)
  •  11) (i)
  •  12) (i)
  •  13) (v)
  •  14) (iii)
  •  15) (iii)
  •  16) (i)
  •  17) (v)
  •  18) (ii)
  •  19) (iii)
  •  20) (i)
  •  21) (v)
  •  22) (ii)