Q8.3

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Let $S$ be an infinite set and $S_1 \dots , S_n$ be sets such that $S_1 \cup S_2 \cup \dots \cup S_n = S$ . Then

(A)

at least one of the sets $S_i$ is a finite set

(B)

not more than one of the sets $S_i$ can be finite

(C)

at least one of the sets $S_i$ is an infinite

(D)

not more than one of the sets $S_i$ can be infinite

(E)

None of the above

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