Question

The Venn diagram shows the numbers of elements in each region. Find n(AnB')​

Answer 1

The Venn diagram shows the numbers of elements in each region. (a) Find . _[1] (b) An element is chosen at random. Find the probability that this element is in set . _[1] (e) An element is chosen at random from set .4 Find the probability that this element is also a member of set . _[1] (d) On the Vean diagram, shade the region . [1]

Answer 2

`\sf n(A \cap B')=3`

Explanation:

The notation A ∩ B represents the intersection of sets A and B, which includes all elements that are common to both sets A and B. In a Venn diagram, this would be the overlapping region between circles representing sets A and B.

The notation B' represents the complement of set B, which includes all elements that are not in set B. In a Venn diagram, this would be the region outside the circle representing set B.

The notation n(A ∩ B') represents the number of elements in the intersection of set A and the complement of set B. In a Venn diagram, this would be the number of elements within the overlapping region of circle A and the region outside circle B.

Therefore:

`\large\boxed{\sf n(A \cap B')=3}`