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Consider the properties of recursively enumerable sets :

$(\text{A})$ Finiteness
$(\text{B})$ Context Freedom
$(\text{C})$ Emptiness
Which of the following is true?

  1. Only $(\text{A})$ and $(\text{B})$ are not decidable
  2. Only $(\text{B})$ and $(\text{C})$ are not decidable
  3. Only $(\text{C})$ and $(\text{A})$ are not decidable,
  4. All $(\text{A})$, $(\text{B})$ and $(\text{C})$ are not decidable
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(D)

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