No.
There is no such number since the two sets are the same.
Equivalent sets are sets with exactly the same number of elements.
No, they are disjoint sets.
A={1,2,3} Z={6,7,2} it is the same number of items
Equal sets contain the same elements, meaning they are identical in composition. However, the term "equivalent sets" refers to sets that have the same cardinality, or number of elements, regardless of their actual content. Therefore, while all equal sets are equivalent since they have the same number of elements, not all equivalent sets are equal, as they may contain different elements. In essence, equality pertains to identity of elements, while equivalence pertains to the quantity of elements.
-500
Equivalent sets are sets with exactly the same number of elements.
No.
Two sets that contain the same number of elements are called "equinumerous" or "equipollent."
There is no such number since the two sets are the same.
Equivalent sets are sets with exactly the same number of elements.
To determine if number sets are the same, compare their elements to see if they contain exactly the same numbers, regardless of order or repetition. If each number in one set can be matched to a number in the other set without any discrepancies, the sets are the same. If there are any differing elements or counts of elements, the sets are different. Using a method like sorting the sets or converting them to a list of unique elements can help in this comparison.
yes
Yes.
equal sets with exactly the same elements and number of elements.equivalent sets with numbers of elements
A haploid germ cell has the same number of chromosome sets as a gamete, which is half the number of chromosome sets found in a somatic cell. This enables the gametes to fuse during fertilization to restore the diploid number of chromosomes in the zygote.
Two sets with the same number of elements are called "equinumerous" or "equipollent." This means there is a one-to-one correspondence between the elements of the two sets, allowing for a direct pairing without any leftover elements in either set. If the sets are finite, they have the same cardinality, which is the term used to describe the number of elements in a set.