The midpoint of XZ is Y. Which of the following is true

If the midpoint of XZ is Y, then YZ = 1/2 XZ
The midpoint theorem states that the line joining the midpoint of two sides of a triangles is congruent to the third side and also half the thirds side length.
According to the question, if Y is located at the midpoint of XZ, it means that point Y divides he line XZ into two equal parts. Hence the following will be true;
XZ = XY + YZ ..... 1
XY = YZ.... 2
Substituting equation 2 into 1
XZ = YZ + YZ
XZ = 2YZ
Swap
2YZ = XZ
Divide both sides by 2
YZ = 1/2 XZ
Hence the correct answer will be YZ = 1/2 XZ
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