How many vertices and how many edges are there in the complete biparti.docx

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How many vertices and how many edges are there in the complete bipartite graphs K 4 , 7 , K 7 , 11 , and K m,n , where m, n, ? Z + ? Solution K4,7 : number of vertices: 4+7 = 11 , number of edges: 4*7 = 28 K7,11 : number of vertices: 11+7 = 18 , number of edges: 11*7 = 77 Km,n : number of vertices: m+n , number of edges: m*n .

How many vertices and how many edges are there in the complete bipartite graphs K 4 , 7 , K 7 ,
11 , and K m,n , where
m, n, ? Z + ?
Solution
K4,7 : number of vertices: 4+7 = 11 , number of edges: 4*7 = 28
K7,11 : number of vertices: 11+7 = 18 , number of edges: 11*7 = 77
Km,n : number of vertices: m+n , number of edges: m*n

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