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Define a Turing Machine M that computes the function f: {a, b}* N, where: f(x) = the unary encoding of max(#a(x), #b(x)). For example, on input...

Define a Turing Machine M that computes the function f: {a, b}* N, where: f(x) = the unary encoding of max(#a(x), #b(x)). For example, on input aaaabb, M should output 1111. M may use more than one tape. It is not necessary to write the exact transition function for M. Describe it in clear English.

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