In this question, we will use combination .
There are 7 male and 7 female representatives . Number of ways of selecting 3 men out of 7 men= 7C3=


Number of ways of selecting 3female out of 7 female =7C3=
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
So total number of ways of can the team of 6 be selected = 35+35 =70 .
So the final answer is 70 .