Question: Graph theory. Please show step by step 3: Prove that if a connected graph G has exactly 2k vertices v such that d(v) is odd,
Graph theory. Please show step by step

3: Prove that if a connected graph G has exactly 2k vertices v such that d(v) is odd, then G decomposes into k trails. (A graph decomposes into k trails if there exists a collection T which consists of k trails such that every edge of G appears in exactly one of the trails in T
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