Write an expression for the sequence of operations described below. add \( p \) and \( s \), then multiply the result by the difference of \( r \) and \( q \) Do not simplify any part of the expression. \begin{tabular}{|lll}\hline (I) \end{tabular}

To express the sequence of operations you've described, we can break it down step by step. First, we add \( p \) and \( s \): that gives us \( p + s \). Next, we find the difference between \( r \) and \( q \), which is \( r - q \). Finally, we multiply the two results together. Putting it all together, the expression will be: \[ (p + s) \times (r - q) \] Now you've got your mathematical expression all laid out, just waiting to be worked on!