Answer:
[tex]89\text{ yards }\rightarrow\text{ up to 33 yards more}[/tex]Explanation: There are two scenarios:
(1)
89 yards, and short of "power-pole":
(2)
122 yards and past the "power-pole"
Therefore the power pole must be between these two distances and we can have the range as:
[tex]\begin{gathered} D_1=89\text{ yards} \\ D_2=122\text{ yards} \\ \Delta D=122-89=33\text{yards} \\ \end{gathered}[/tex]Therefore the range of distances is from 89 yards up to 33 yards more, the power pole can be anywhere in between.