Set theory operation laws

[verse] The union of A and B is the same as the union of B and A, The intersection of A and B is the same as the intersection of B and A. In terms of intersect and union, how events are ordered do not matter. kuh myoo tah tiv law. [chorus] Union combines the sets. Intersect shows what is in common. The complement of an event are all elements in the sample set besides what exists in the event. Two disjoint events have no elements in common. kaw myoo tay tiv law shows that the order of events do not affect the answer of union or intersect operations. [verse] The union of A with B, and then with C, is equal to the union of A with the union of B and C. The intersection of A with B, and then with C, is equal to the intersection of A with the intersection of B and C. In terms of intersect and union, how events are grouped do not matter. uh so sha tiv law. [chorus] Union combines the sets. Intersect shows what is in common. The complement of an event are all elements in the sample set besides what exists in the event. Two disjoint events have no elements in common. kaw myoo tay tiv law shows that the order of events do not change the answer of intersect or union operations. ah so she eh tiv law shows that the grouping of events do not affect the result of union or intersect operations. [verse] The intersection of the union of A and B with C is the same as the union of the intersection of A with C and the intersection of B with C. In other words, if you first take the union of sets A and B and then intersect that result with set C, it is equal to taking the intersection of A with C and the intersection of B with C, and then taking the union of those two results. The union of the intersection of A and B with C is the same as the intersection of the union of A with C and the union of B with C. This means if you first take the intersection of A and B and then take the union of that result with C, it is equal to taking the union of A with C and the union of B with C, and then finding the intersection of those two results. distri byootah tiv law [chorus] Union combines the sets. Intersect shows what is in common. The complement of an event are all elements in the sample set besides what exists in the event. Two disjoint events have no elements in common. kaw myoo tay tiv law shows that the order of events do not change the answer of intersect or union operations. ah so she eh tiv law shows that the grouping of events do not affect the result of union or intersect operations. distribyoo taytiv law shows both intersection and union distribute over union and intersection.