Presentation is loading. Please wait.

Presentation is loading. Please wait.

 1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4)  1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4) 8 126126 354354.

Similar presentations


Presentation on theme: " 1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4)  1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4) 8 126126 354354."— Presentation transcript:

1

2

3  1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4)  1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4)

4  2. B U C=  B=(1,2,3,4,5,6)  C=(5,7,9)  B U C=(5)

5  3. C U D=  C=(5,7,9)  D=(0,2,5,6,1,8)  C U D=(5)

6  4. D U E=  D=(0,2,5,7,8)  E=(5,7,9,6)  D U E= (5,7)

7  5. E U F=  E=(5,7,9,6)  F=(0,2,5,6,1,8)  E U F=(5,6)

8  7. G U H=  G=(a,e,o)  H= ( i,u) aeoaeo iuiu

9  8. H U M=  H=( i,u)  M=(u)  H U M= (u) i u

10  9. M U N=  M=( u)  N=( ) u

11  10. N U P=  N=( )  P=(a,e,i,o,u) aeiouaeiou

12  11. M U P=  M=( u)  P=(a,e,i,o,u)  M U P= ( u ) u aeioaeio

13  12. A U M=  A=( 3,5,4,8)  M=(U) u

14  13. C U H=  C=(5,7,9)  H=( i,u) iuiu

15  14. D U F=  D=(0,2,5,7,8)  F=(0,2,5,6,1,8)  D U F=(0,2,5,8)

16  15. A U G=  A=( 3,5,4,8)  G=(a,e,o) aeoaeo

17

18  1. A ∩ B=  A=( 3,5,4,8,)  B=(1,2,3,4,5,6,)  A ∩ B=(3,4,5)

19  2. B ∩ C=  B=(1,2,3,4,5,6)  C=(5,7,9)  B ∩ C=(5)

20  3. C ∩ D=  C=(5,7,9,)  D=(0,2,5,7,8,)  C ∩ B=( 7)

21  4. D ∩ E=  D= (0,2,5,7,8,)  E= (5,7,9,6)  D ∩ E=(5,7 )

22  5. E ∩ F=  E= (5,7,9,6,)  F= (0,2,5,6,1,8,)  E ∩ F= (5,6)

23  6. F ∩ G=  F= (0,2,5,6,1,8,)  G= (a,e,o,)  F ∩ G= a e o

24  7. G ∩ H=  G= (a,e,o,)  H=( i,u)  G ∩ H= a e o i u

25  8. H ∩ M=  H= ( i,u)  M= (u)  H ∩ M= ( u) i u

26  9. M ∩ N=  M=(U)  N=( )  M ∩ N= ( ) u

27  10. G ∩ P=  G= ( a,e,o,)  P= (a,e,i,o,u)  P ∩ G= (a,e,o,) i u a e o

28  11. M ∩ P=  M= (u)  P= (a,e,,i,o,u)  M ∩ P= (u) u a e i o

29  12. A ∩ M=  A= ( 3,5,4,8)  M= (u)  A ∩ M=( ) u

30  13. C ∩ H=  C=(5,7,9,)  H= (i,u,) iuiu

31  14. D ∩ F=  D= (0,2,5,7,8,)  F= (0,2,5,6,1,8,)  D ∩ F= ( 0,2,5,8 )

32  15. A ∩ G=  A= ( 3,5,4,8)  G=(a,e,o,) aeoaeo

33

34  1. A-B=  A=(a,b,d,f)  B=(a,c,f,g,h,)  A-B=(b,d)  B-A=(c,f,g,h,) bdbd cfghcfgh afaf

35  2. B-C=  B=(a,c,f,g,h,)  C=(c,f,j,m)  B-C=( a,g,h)  C-B= (j,m) aghagh jmjm cfcf

36  3. C-D=  C=(c,f,j,m,)  D=(a,e,g,)  C-D= ( )  D-C= ( ) cfjmcfjm aegaeg

37  4. D – E=  D=(a,e,g)  E=(a,d,e,i,j)  D-E=(g)  E-D=(d,i,j ) g dijdij aeae

38  5. E - F=  E=(a,d,e,i,j)  F=(c,f,g,) adeijadeij cegceg

39  6. F – A=  F=(c,f,g)  A=(a,b,d,f)  A-F=(c,g)  F-A=(a,b,c,d) f cgcg abcdabcd

40  7. D-C=  D=( a,e,g,)  C=(c,f,j,m,) aegaeg cfjmcfjm

41  8. D - C=  D=(a,e,g)  C=(c,f,j,m) aegaeg cfjmcfjm

42  9. F – B=  F=(c,f,g,)  B=(a,c,f,g,h)  F-B=( )  B-F=(a,h,) cfgcfg ahah

43  10. E – A=  E= (a,d,e,i,j)  A=(a,b,d,f)  E-A=(e,i,j)  A-E=(b,f) eijeij bfbf adad

44  11. F – E=  F=(c,f,g)  E=(a,d,e,i,j ) cfgcfg adeijadeij

45  12. A – F=  A=(a,b,d,f)  F=(c,f,g)  A-F=(a,b,d)  F-A=(c,g) f abdabd cgcg

46  13. C – A=  C=(c,f,j,m)  A=(a,b,d,f)  C-A=(c,j,m)  A-C=(a,b,d) f cjmcjm abdabd

47  14. D – A=  D=(a,e,g)  A=(a,b,d,f)  D-A=(e,g)  A-D=(b,d,f) a egeg bdfbdf

48  15- C – F=  C=(c,f,j,m)  F=(c,f,g)  C-F=(j,m)  F-C=(g) cfcf j mj m g

49

50  1. A U B=  A=(3,5,4,8)  B=(1,2,3,4,5,6)  A U B=(3,4,5)

51  2.C ∩ D=  C= (5,7,9)  D=(0,2,5,7,8,)  C∩ D= (5,7)

52  3. B U E=  B=(1,2,3,4,5,6)  E=(5,7,9,6)  B U E= (5,6)

53  4. D ∩ F=  D=(0,2,5,7,8)  F=(0,2,5,6,1,8)

54  5. G U P=  G=(a,e,o)  P=(a,e,i,o,u)  G U P= (a,e,o) aeoaeo U iU i

55  6. M ∩ N=  M=(u)  N=( ) u

56  7. F U G=  F=( 0,2,5,6,1,8)  G=(a,e,o) aeoaeo

57  8. D ∩ E=  D=(0,2,5,7,8)  E=(5,7,9,6)  D ∩ E=(5,7)

58  9. B U C=  B=(1,2,3,4,5,6)  C=(5,7,9)  B U C= (1,2,3,4,6)  C U B= (7,9)

59  10. H ∩ M=  H=(i,u)  M=(u)  H ∩ M= (u) u i

60

61  A Δ B= (A-B) u (B-A)  A=(casa,pato,sol)  B=(luna,sol)  A-B=(casa,pato) U B-A=(Luna)  A U B=(casa,pato, luna) sol luna Casa Pato

62  2. B ∆ C= (B-C) (C-B)  B=(luna,sol)  C=(casa,arbol,luna)  B-C=(sol) U C-B=(casa,arbol)  BUC=(sol,casa,arbol ) luna sol Casa árbol

63  3. C Δ D= (C-D) (D-C)  C=(casa,arbol,luna)  D=(arbol,luna,casa,lapiz)  C-D=( ) D=(lápiz)  CUD=(lápiz) lápiz Casa Árbol luna

64  4. A ∆ C=  A=(casa,pato,sol)  C=(casa,arbol,luna)  A-C=(sol, pato) U C-A=(arbol,luna)  AUC=(Sol,pato,arbol,luna) casa Sol, pato Árbol luna

65  5. B ∆ D=  B=(luna,sol)  D=(arbol,sol,luna,casa,lapiz)  B-D=( ) U D-B=(arbol,casa,lapiz)  B ∆ D =(arbol,casa,lapiz) Luna Sol Árbol Casa Lápiz

66  6. A ∆ D=  A=(casa,pato,sol)  D=(arbol,sol,luna,casa,lapiz)  A-D=(pato) U D-A=(arbol,luna,lapiz)  AUD=(pato,arbol,lapiz) Casa Sol Árbol Luna lápiz Pato


Download ppt " 1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4)  1. A U B=  A=(3,5,4,8,)  B=(1,2,3,4,5,6)  A U B=(3,5,4) 8 126126 354354."

Similar presentations


Ads by Google