IEP: JOHN NEPER
INICIAL - PRIMARIA HOJA DE APLICACIÓN SEXTO GRADO
1.
P
R .10 .1 .9
3 .1
.5
4 .2
.6 2
P={
.1 0
.4 .19
Q={ .0
R={
.1
P ∩Q = {
9
Q ∩R = {
.
.27
.18
Q
R ∩P = {
2.- Si: A = {1; 2; 4; 5; 6; 8}; B = {2; 3; 5; 7; 8; 9} entonces: A - B = {_________________________}
B - A = {_________________________}
3. Si: M = {2; 4; 6; 8; 10}; N = {1; 3; 5; 7; 9} entonces: M - N = {_________________________} 4.
N - M = {_________________________}
Si: P = {4; 5; 7; 8; 9; 10}; Q = {5; 8; 9} entonces:
P - Q = {_________________________} Q - P = {_________________________} 5. Sean: U = {2x + 3/x N; x < 8} = {____________________________________} Q = {x + 1/x N; "x" es par, 4 <x < 13} = {____________________________________} Hallar Q' y su diagrama de Venn Euler. Solución:
Q' = U - Q = {____________________________________}
Gráficamente: 6. Sean: U = {x-5/x N; 6≤^x ≤ 14} = {____________________________________} A = {x2/x N; 1 ≤ x < 4} = {____________________________________} B = {x + 2/x N; "x" es impar, x ≤ 7} = {____________________________________} Hallar: (A U B)’; (A∩B)' con sus diagramas de Venn Euler. Solución: A U B = {______________________}
A∩B= {______________________}
(A U B)’ = U – (A U B)
(A∩B)’ = U – (A∩B)
(A U B)’ = {______________________}
(A∩B)’ = {______________________}
7. Sean: U = {x/x N; x > 1} = {______________________} M = {2; 3; 5; 7; 8; 9}; N = {0; 1; 2; 6; 7; 8} Hallar: (M - N)', (M N)' con sus diagramas de Venn Euler. Solución: M - N = {______________________}
M N = {______________________}
(M - N)’ = U - (M - N)
(MN)’ = U - (MN)
(M - N)’ = {______________________}
(M N)’ = {______________________}