Two cyclists, A and B, are going on a bike ride and are meeting at an orchard. They left home at the same time. Functions A and B give their distance from the orchard, in miles, after riding for x hours. The functions are defined by these equations.
A(z) - 48.5 - 213
B(z) - 42 - 16.83
Is there a time that both cyclists will be the same distance from the orchard?
How much time has past when they are the same distance?
How far away are they when they are both the same distance?