Lines in the Plane

Read this section and work through practice problems 1-9.

Lines in the Plane

The first graphs and functions you encountered in algebra were straight lines and their equations.  These lines were easy to graph, and the equations were easy to evaluate and to solve.  They described a variety of physical, biological and business phenomena such as  d = rt relating the distance d traveled to the rate r and time t of travel, and  C = \dfrac{5}{9} ( F – 32) for converting the temperature in Fahrenheit degrees (F) to Celsius (C).
 
The first part of calculus, differential calculus, will deal with the ideas and techniques and applications of tangent lines to the graphs of functions, so it is important that you understand the graphs and properties and
equations of straight lines.


Source: Dale Hoffman, https://s3.amazonaws.com/saylordotorg-resources/wwwresources/site/wp-content/uploads/2012/12/MA005-1.2-Lines-in-the-Plane.pdf
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