A group of students comprises of $5$ boys and $n$ girls. If the number of ways, in which a team of $3$ students can randomly be selected from this group such that there is at least one boy and at least one girl in each team, is $1750$ , then $n$ is equal to : [JEE Main 2019, 12 Apr (Shift 2)]

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A group of students comprises of \(5\) boys and \(n\) girls. If the number of ways, in which a team of \(3\) students ca…

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