Question: 7.7.5*: Although we observed that S=(AB)C and T=A(BC) are not the same set, we can show that they are essentially the same by exhibiting a

7.7.5*: Although we observed that S=(AB)C and T=A(BC) are not the

7.7.5*: Although we observed that S=(AB)C and T=A(BC) are not the same set, we can show that they are "essentially the same" by exhibiting a natural one-to-one correspondence between them. For each ((a,b),c) in S, let F(((a,b),c))=(a,(b,c)) Show that F is a one-to-one correspondence from S to T

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