Question: A complete ( n ) - ( k ) - partite graph has vertices that is partitioned into ( n

A complete \( n \)-\( k \)-partite graph has vertices that is partitioned into \( n \) subsets of \( k \) vertices each. The edges are all possible edges from nodes in one subset to the nodes in another subset. For example, the complete 4-3-partite graph is given below. Give a formula for the number of edges.
A complete \ ( n \ ) - \ ( k \ ) - partite graph

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