If each edge of $Q _ { 4 } \text { has weight } 1 \text {, then the cost of any spanning tree of minimum cost is }$$\underline{\quad\quad}$

Name: If each edge of $Q _ { 4 } \text { has weight } 1 \text {, then the cost of any spanning tree of minimum cost is }$$\underline{\quad\quad}$
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The Answer of If each edge of $Q _ { 4 } \text { has weight } 1 \text {, then the cost of any spanning tree of minimum cost is }$$\underline{\quad\quad}$

If Each Edge Of Q4 has weight 1, then the cost of any spanning tree of minimum cost is Q _ { 4 } \text { has weight } 1 \text {, then the cost of any spanning tree of minimum cost is }Q4​ has weight 1, then the cost of any spanning tree of minimum cost is

If Each Edge Of $Q _ { 4 } \text { has weight } 1 \text {, then the cost of any spanning tree of minimum cost is }$