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2. Prove that d(000000, 111111) = 6 in Q6. Hint: find a path of length 6 to prove that d(000000, 111 111% 6, then prove
2. Prove that d(000000, 111111) = 6 in Q6. Hint: find a path of length 6 to prove that d(000000, 111 111% 6, then prove that there is no path between of length 5 or less. Also, Q6 has 64 n tien. 1 euHDU1???" 'n ne@mc? rili. :nli .Inwes 11 lt , the 11 tnmer:?ranpla. IrMH 4%E(N. I ry to attack a smaller proble (e.g., showing d(000,11 3 in Qs) and generalizing your argument 2. Prove that d(000000, 111111) = 6 in Q6. Hint: find a path of length 6 to prove that d(000000, 111 111% 6, then prove that there is no path between of length 5 or less. Also, Q6 has 64 n tien. 1 euHDU1???" 'n ne@mc? rili. :nli .Inwes 11 lt , the 11 tnmer:?ranpla. IrMH 4%E(N. I ry to attack a smaller proble (e.g., showing d(000,11 3 in Qs) and generalizing your argument
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