MCQ
$\int {{e^x}(1 - \cot x + {{\cot }^2}x)\,\,dx} $ equals
- A${e^x}\cot x + c$
- B${e^x}{\rm{cosec }}x + c$
- ✓$ - {e^x}\cot x + c$
- D$ - {e^x}{\rm{cosec}}\,x + c$
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Statement $1:$ $P(X \cap Y' = P)\,(X' \cap Y = 0).$
Statement $2:$ $P(X) + P(Y = 2)\,P\,(X \cap Y)$
(A rational ponit is a point both of whose coordinates are rational numbers)