Discete Math

1) Let G be the graph whose vertices are all permutations of the integers of the set {1,2,?,10} with the property that two vertices (?1,?2,?,?10) , (??1,??2, ...,??10) are connected by an edge if one vertex arises from the other by exchanging the positions of two integers ?i,?j with ?i,?j?5
For example the vertices (1,2,7,4,8,5,3,10,9,6), (1,5,7,4,8,2,3,10,9,6) form an edge, vertices (1,2,4,8,10,7,3,5,9,6), (1,10,4,8,2,7,3,5,9,6) do not form an edge, vertices (1,7,2,4,8,10,3,5,9,6) , (1,10,2,4,8,7,3,5,9,6) do not form an edge. Find the number of edges of the graph G

2)How many induced subgraphs with 4 vertices does the complete graph K10 have? (We consider the vertices of K10 distinguished, i.e. named from 1 to 10)

3) The graph in the figure below is bipartite. Right or wrong?