A graph G is said to be regular if every vertex has the same degree. If this 1 degree is equal to k, then G is k-regular. For example, K4 is 3-regular a) Draw a connected graph with exactly 5 vertices...

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A graph G is said to be regular if every vertex has the same degree. If this<br>1<br>degree is equal to k, then G is k-regular. For example, K4 is 3-regular<br>a) Draw a connected graph with exactly 5 vertices that is 3-regular, or explain why this is<br>not possible<br>b) Draw a connected graph with exactly 8 vertices that is 3-regular, or explain why this is<br>not possible<br>

Extracted text: A graph G is said to be regular if every vertex has the same degree. If this 1 degree is equal to k, then G is k-regular. For example, K4 is 3-regular a) Draw a connected graph with exactly 5 vertices that is 3-regular, or explain why this is not possible b) Draw a connected graph with exactly 8 vertices that is 3-regular, or explain why this is not possible

Jun 04, 2022

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A graph G is said to be regular if every vertex has the same degree. If this 1 degree is equal to k, then G is k-regular. For example, K4 is 3-regular a) Draw a connected graph with exactly 5 vertices...

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