The expression is given as,
[tex]D=rt[/tex]Transpose the terms in order to obtain the expression for 't'.
So we need to eliminate 'r' from the other side.
Divide both sides by 'r',
[tex]\begin{gathered} D\cdot\frac{1}{r}=rt\cdot\frac{1}{r} \\ \frac{D}{r}=1\cdot t \\ \frac{D}{r}=t \\ t=\frac{D}{r} \end{gathered}[/tex]Thus, the required expression will be,
[tex]t=\frac{D}{r}[/tex]