Recall from Chapter 1 that a unique line is determined by two dist...

Recall from Chapter 1 that a unique line is determined by two distinct points on the line and that the values of m and b can then be determined for the general form of the linear function defined by ƒ(x) = mx + b.

Work these exercises in order .

Graph both in the standard viewing window of your calculator, and describe how the graph of can be obtained by vertically translating the graph of What is the value of the constant in this vertical translation? Where do you think it comes from?