Find the cardinality of the given set:
B=x:xamultipleof3,x≤20.
Finding the cardinality of the given set.
The number of distinct elements in a set is called it's cardinality.
In the given set B, the elements are 3,6,9,12,15 and 18 i.e6 elements.
Hence, the cardinality of the given set B is 6
A=a,e,i,o,u.
Find the cardinal number of the following sets :
(i)A1={−2,−1,1,3,5}
(ii)A2={x:x∈ N and 3 ≤x<7}
(iii)A3={p:p ∈ W and 2p−3 < 8}
(iv)A4={b:b∈Z and −7< 3b−1 ≤2} Cardinal~Number~of~set~:The number of elements in a set is called its Cardinal Number.
If the cardinality of a set A is 4 and that of a set B is 3 , then what is the cardinality of the set AΔB ?
The cardinality of two disjoint sets A and B is in the ratio 2:1. If the cardinality of the union of these sets is 45, find the cardinality of the two sets.