Answer :
n[P(A)] = [tex] 2^{n} [/tex]
where n of no of elements
so 512 = [tex] 2^{n} [/tex] so [tex] 2^{9} [/tex] = [tex] 2^{n} [/tex]
n = 9
so n(A) = 9
where n of no of elements
so 512 = [tex] 2^{n} [/tex] so [tex] 2^{9} [/tex] = [tex] 2^{n} [/tex]
n = 9
so n(A) = 9
n(A) =9
Step-by-step explanation:
m is number of elements
512=2^m
so, 2^m=2^9
m=9
n(A)=9