Which of the following problems is/are decidable problem(s) (recursively enumerable) on a Turing machine M?

(a) G is a CFG with L(G) = ϕ

(b) There exist two TMs M​1​ and M2​ such that L(M) ⊆{L(M​1​) U L(M​2​)} = language of all TMs

(c) M is a TM that accepts w using at most 2​|w|​ cells of tape

1
(a) and (b) only
2
(a) only
3
(a), (b) and (c)
4
(c) only

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