Math, asked by atchaya22122007, 10 hours ago

2. Find the number of subsets and the number of proper subsets of a set A = (a, b, c, x, y, z)​

Answers

Answered by KonikaGupta
11

Answer:

Given X = {a, b, c, x, y, z}

Then, n(X) = 6.

The number of subsets = n[P(X)] = 2 = 64.

The number of proper subsets = n[P(X)] – 1 = 2 – 1.

=64 – 1 = 63.

Step-by-step explanation:

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Answered by ms8019181Saad
0

Step-by-step explanation:

subsets

  1. (a)
  2. (b)
  3. (c)
  4. (x)
  5. (y)
  6. (z)
  7. (a,b)
  8. (a,c)
  9. (a,x)
  10. (a,y)
  11. (a,z)
  12. (b,c)
  13. (b,x)
  14. (b,y)
  15. (b,z)
  16. (c,x)
  17. (c,y)
  18. (c,z)
  19. (x,y)
  20. (x,z)
  21. (y,z)
  22. (a b c )
  23. (a b x)
  • (a b y)
  • easy way to find subsets in a set is no of elements in a set is power of 2
  • 2^5
  • answer is 32 subsets are 32
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