https://file.aiquickdraw.com/mathbot/file/1726916750381kmzrdrly.jpg

The image shows a diagram with three points labeled \( H \), \( J \), and \( K \) on a straight line, with distances between them. The distance between \( H \) and \( J \) is \( 122.2 \) feet, and the distance between \( J \) and \( K \) is \( 31.1 \) feet.

If you're looking to calculate the total distance from \( H \) to \( K \), you can simply add these two distances:

\[
\text{Distance from } H \text{ to } K = 122.2 \, \text{ft} + 31.1 \, \text{ft} = 153.3 \, \text{ft}.
\]

Would you like more details on this calculation or help with a specific question? 

Here are 5 related questions:
1. What is the midpoint between points \( H \) and \( K \)?
2. How would you calculate the distance if the line was not straight, but rather an arc or curve?
3. How can you calculate the slope of the line between \( H \) and \( K \)?
4. If the points represent positions in a coordinate plane, how would you calculate the coordinates of point \( J \) if \( H \) and \( K \) are known?
5. How would you express the distances using metric units (meters)?

**Tip**: When working with distances on a line, remember that the total distance is simply the sum of individual segments!

What is the total distance between points H and K as shown in the diagram, where H to J is 122.2 ft and J to K is 31.1 ft?

Learn how to calculate the total distance between points H and K using simple addition. The distance from H to J is 122.2 feet and from J to K is 31.1 feet, resulting in a total distance of 153.3 feet.

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