In the previous problem, we mentioned that the graph of =
2 + 1
has no -intercepts. Suppose that =
2 + 1 is one of two equations
in a system of equations and that the other equation is linear. Give an
example of a linear equation such that this system has exactly one
solution.
In prior problems, we mentioned that the graph of =
2 + 1 has no
-intercepts. Does the graph of =
2 + 1 intersect the graph of
=
3 + 1?