Max Codewords in a 2 Error Correcting Binary Code - n

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Homework Statement



Let C be a 2 error correcting code based on the binary alphabet {0,1}. suppose that the length of each codeword is n.. What is the max number of codewords that this code may have

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The Attempt at a Solution



I'm having a real tough time understanding this concept. My guess from combinatorics is that there are 2^(n) valid codewords? There are no restrictions imposed by this problem as to what kind of codeing is used (i.e. Parity, repetition,etc) so this is my best guess.
 
That's pretty trivial isn't it? Yes, exactly as you say, there are 2n codewords. The part about about "2 error correcting" (and I have no idea what that is) is not used.
 

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