At a distance of 34 feet from the base of a flag pole, the angle of elevation to the top of a flag is 48.6°. The flag itself is 5.1 feet tall. The angle of elevation to the bottom of the flag is 44.6°. The pole extends 1 foot above the flag. Find the height of the pole.

0 < x < 7, where x is the length of the corresponding side.

Step-by-step explanation:

Since the length of AD is 7 units and the dilation is a reduction not an enlarged (because scale factor is less than 1). The length of the corresponding side can be any value less than 7 but greater than 0. So pretty much any value from 0 < x < 7, where x is the length of the corresponding side. I don't know which value because you did not provide any options. But, I hope this helps clear some confusion!