Asked by Shellie
                On the design plan for a garden, a straight path suns from (-25,20) to (40,36). A lamp is going to be placed at the midpoint of the path. Determine the coordinates for the lamp. 
            
            
        Answers
                    Answered by
            bobpursley
            
    midpoint: (-25+20)/2, (20+36)/2
    
                    Answered by
            me
            
    To find the coordinates of the lamp, you have the find the midpoint of the path.
The path has two endings:
one at (-25, 20)
one at (40, 36)
For the x-coordinate, add up all x-coordinates and divide them by 2
-- [(-25 + 40) / 2] = (15 / 2) = 7.5
For the y-coordinate, add up all y-coordinates and divide them b y 2
-- [(20 + 36) / 2] = (56 / 2) = 28
So the coordinates of the lamp will be
(7.5, 28)
Because it is in the midpoint of the path (midpoint of both ends)
    
The path has two endings:
one at (-25, 20)
one at (40, 36)
For the x-coordinate, add up all x-coordinates and divide them by 2
-- [(-25 + 40) / 2] = (15 / 2) = 7.5
For the y-coordinate, add up all y-coordinates and divide them b y 2
-- [(20 + 36) / 2] = (56 / 2) = 28
So the coordinates of the lamp will be
(7.5, 28)
Because it is in the midpoint of the path (midpoint of both ends)
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