hw5solutions - math.cmu.edumtait/21-301fall2017/hw5solutions.pdf · (a) if e < 4n, then 64712...

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Page 1: hw5Solutions - math.cmu.edumtait/21-301Fall2017/hw5Solutions.pdf · (a) If e < 4n, then 64712 64n2 64n2 < cr(G), so the lemma is indeed trivially true: surely any drawing of
Page 2: hw5Solutions - math.cmu.edumtait/21-301Fall2017/hw5Solutions.pdf · (a) If e < 4n, then 64712 64n2 64n2 < cr(G), so the lemma is indeed trivially true: surely any drawing of
Page 3: hw5Solutions - math.cmu.edumtait/21-301Fall2017/hw5Solutions.pdf · (a) If e < 4n, then 64712 64n2 64n2 < cr(G), so the lemma is indeed trivially true: surely any drawing of
Page 4: hw5Solutions - math.cmu.edumtait/21-301Fall2017/hw5Solutions.pdf · (a) If e < 4n, then 64712 64n2 64n2 < cr(G), so the lemma is indeed trivially true: surely any drawing of
Page 5: hw5Solutions - math.cmu.edumtait/21-301Fall2017/hw5Solutions.pdf · (a) If e < 4n, then 64712 64n2 64n2 < cr(G), so the lemma is indeed trivially true: surely any drawing of