Find the cardinal number of the set {2 power x/x∈n,x≤4}
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Given:- set={2^x ,x belongs to natural number and x is smaller or equal to 4}
since when x=1,2,3 and 4
2^x= 2^1=2
2^x=2^2=4
2^x=2^3=8
2^x=2^4=16
in roaster form
set= {2,4,8,16}
we know that cardinal number of the set is the total number of elements belongs to the set.
Hence, total number of element of the set= cardinal number of the set=4
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