How many ways can a group of 5 cards be selected from 52 cards if there is one queen in the group?

first expression is wrong answer.

reasoning: in first expression, we are counting some combinations twice. let me explain with an example. one combination is: $\{\spadesuit K, \heartsuit K, \spadesuit 1, \spadesuit 2,\spadesuit3\}$ and another one is: $\{\heartsuit K, \spadesuit K, \spadesuit 1, \spadesuit 2, \spadesuit 3\}$. These two combinations have been counted twice in first expression.