Based on the location of point E and the length of line segment EG, we find that the two possible coordinates of point G are - 3 and 11.
What are the possible coordinates of point on a number line?
Herein we know that one of the ends (E) of a line segment (EG), whose length is also known. In this case, we need to determine the two possible solutions for the coordinates of point G:
G = E ± EG
If we kwow that E = 4 and EG = 7, then the two possible locations of G are, respectively:
G = 4 ± 7
G₁ = - 3 or G₂ = 11
Based on the location of point E and the length of line segment EG, we find that the two possible coordinates of point G are - 3 and 11.
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