Question

if point y is between x and z. if yz = 23 and xz = 56, then what is the length of xy? on a separate sheet of paper, draw and label a picture to solve.

Explanation:

Step1: Understand the segment - addition postulate

Since point Y is between X and Z, we know that $XZ=XY + YZ$.

Step2: Solve for XY

We can rewrite the formula as $XY=XZ - YZ$. Given that $YZ = 23$ and $XZ = 58$, we substitute the values: $XY=58 - 23$.

Step3: Calculate the result

$XY = 35$.

Answer:

35