look at the diagram and evaluate. which of the statements below is false?
answer
wx = xy wy

Question

look at the diagram and evaluate. which of the statements below is false?
answer
wx = xy wy < wz
x is the midpoint of wy xy < yz

Accepted Answer

# Explanation:
## Step1: Calculate the length of each segment
- $WX=11 - 6=5$
- $XY = 16-11 = 5$
- $YZ=19 - 16=3$
- $WY=16 - 6=10$
- $WZ=19 - 6=13$

## Step2: Check each statement
- For $WX = XY$: Since $WX = 5$ and $XY = 5$, $WX=XY$ is True.
- For $WY<WZ$: Since $WY = 10$ and $WZ = 13$, $10<13$, so $WY<WZ$ is True.
- For $X$ is the mid - point of $\overline{WY}$: Since $WX=XY = 5$ and $WY=WX + XY=10$, $X$ is the mid - point of $\overline{WY}$, so this statement is True.
- For $XY<YZ$: Since $XY = 5$ and $YZ = 3$, $5>3$, so $XY<YZ$ is False.

# Answer:
$XY < YZ$

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QUESTION IMAGE

Question

Explanation:

Step1: Calculate the length of each segment

Step2: Check each statement

Answer: