MCQ
If $A$ and $B$ are two disjoint sets, then $\text{n(A}\cup\text{B)}$ is equal to:
- ✓$\text{n(A) + n(B)}$
- B$\text{n(A) + n(B)} - \text{n(A}\cap\text{B)}$
- C$\text{n(A) + n(B) + n(A}\cap\text{B)}$
- D$\text{n(A) n(B)}.$
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$B=\left\{x \in R : 3^x\left(\sum_{x=1}^{\infty} \frac{3}{10^x}\right)^{x-3} < 3^{-3 x}\right\}$, where $[t]$denotes greatest integer function. Then,