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Determine whether or not the following graphs have a perfect match - ing by either finding a perfect matching or finding a subset S of

Determine whether or not the following graphs have a perfect match $-$ ing by either finding a perfect matching or finding a subset $S$ of one side's vertices that violates the condition of Hall's Theorem.

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Determine whether or not the following graphs have a perfect match - ing by either finding a perfect matching or finding a subset S of

Determine whether or not the following graphs have a perfect match- ing by either finding a perfect matching or finding a subset S of one side's vertices that violates the condition of Hall's Theorem.

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Determine whether or not the following graphs have a perfect match $-$ ing by either finding a perfect matching or finding a subset $S$ of one side's vertices that violates the condition of Hall's Theorem.