Question: Let L = {w element {0, 1}^* | w has odd parity}. And let f: {0, 1}^* rightarrow {0, 1}^* be the function computed by

$Let L = {w element {0, 1}^* | w has odd$

Let L = {w element {0, 1}^* | w has odd parity}. And let f: {0, 1}^* rightarrow {0, 1}^* be the function computed by a deterministic finite state transducer that does the following: for the first bit the DFT writes it out as is. Then for any bit it outputs a 1 if it is different than the previous bit and outputs a 0 if it is the same as the previous one. Produce DFA that accepts f(L)

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