Select the correct statement.

 A. 
The slope of W'X' is 
, and the length of W'X' is 5.
 B. 
The slope of W'X' is 
, and the length of W'X' is 5.
 C. 
The slope of W'X' is 
, and the length of W'X' is 15.
 D. 
The slope of W'X' is 
, and the length of W'X' is 15.


It seems like some information is missing in the statements, specifically regarding the slopes mentioned. The choices list:

- **Slope of W'X'**: This value seems to be absent or incomplete.
- **Length of W'X'**: Options mention two lengths, either 5 or 15.

To determine the correct statement, we need the following:
1. Coordinates of points W' and X' to calculate the slope.
2. Distance formula to verify the length of W'X'.

If you have these coordinates or any additional details, please share them, and I can help you determine the correct statement.

Do you want more details on how to calculate slope or length? Here are 5 related questions to consider:

1. What is the formula for finding the slope between two points?
2. How is the distance between two points in the coordinate plane calculated?
3. What does the slope of a line represent geometrically?
4. How do you interpret a slope of zero or undefined?
5. Can the slope and length of a line segment ever be the same value?

**Tip:** To find the length between two points, use the distance formula:  
\[
\text{Distance} = \sqrt{(x_2 - x_1)^2 + (y_2 - y_1)^2}
\]

Select the correct statement.

A. The slope of W'X' is , and the length of W'X' is 5.
B. The slope of W'X' is , and the length of W'X' is 5.
C. The slope of W'X' is , and the length of W'X' is 15.
D. The slope of W'X' is , and the length of W'X' is 15.

Learn how to find the slope and length of a line segment W'X' using the slope and distance formulas. This problem involves calculating the slope between two points and the length of a line segment using key concepts from coordinate geometry. Suitable for students in Grades 7-10.

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