Consider the following statements : `1.` `Nuu(BnnZ)=(NuuB)nnZ` for any subset `B` of `R`, where `N` is the set of positive integers, `Z` is the set of
Consider the following statements :
`1.` `Nuu(BnnZ)=(NuuB)nnZ` for any subset `B` of `R`, where `N` is the set of positive integers, `Z` is the set of integers, `R` is the set of real numbers.
`2.` Let `A={n in N : 1 ge n ge 24, n "is a multiple of" 3}`. There exists no subsets `B` of `N` such that the number of elements in `A` is equal to the number of elements in `B`.
Which of the above statemetns is/are correct ?
A. `1` only
B. `2` only
C. Both `1` and `2`
D. Neither `1` nor `2`
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