2. Bisectors of Triangles
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Recall the Midpoint and the Distance Formulas.
Midpoint: (0,5)
AB = 6 units
Let's find the coordinates of the midpoint and the distance one at a time.
To find the midpoint M, we can use the Midpoint Formula.
M(x_1+x_2/2,y_1+y_2/2)
Substitute ( -3,5) & ( 3,5)
Add terms
Calculate quotient
The midpoint is located at (0,5).
Note that the given segment is horizontal. This fact will help us find the distance AB.
The given segment is horizontal. Therefore, its length is the difference between the x-coordinates of the endpoints.
We can see that the x-coordinates of the endpoints differ by 6 units. Therefore, AB=6.