The procedure for developing an equation to solve a practical work problem involving machines working at different speeds is detailed. The unknown is identified and an equation is written, solved, and checked.
The rate, time, and distance formula is used to solve a practical problem involving runners' rate of speed.
Sometimes it makes sense to approximate the value of a solution. An example is given and the solution found.
A practical problem involving setting a speed limit is solved that involves estimating radicals to find the value of an irrational solution.