https://file.aiquickdraw.com/mathbot/file/1727853716526dsqgw8x6.jpg

The text in the image reads:

"One side of a 1.01 km long road has plants planted at equal distance from each other. Distance between consecutive plants,"

It seems that the problem is incomplete, but from the available information, it appears to be asking for something related to the number of plants or the distance between the plants along the 1.01 km road. 

To solve a typical question of this kind (where we would be asked to find the number of plants or distance between them), the relevant formula would likely be:

\[
\text{Number of plants} = \frac{\text{Total distance}}{\text{Distance between consecutive plants}} + 1
\]

If more details are provided (such as the distance between the plants), I can help further.

Do you want to add the remaining details or clarify the question?

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Would you like more explanation on any part? Here are 5 related questions:
1. How do you calculate the distance between consecutive plants if you know the number of plants?
2. What is the effect of reducing the distance between plants on the total number of plants?
3. How does the formula change if plants are placed at both sides of the road?
4. How would you calculate the spacing if the total number of plants is given but the distance is missing?
5. Can you solve this if plants are spaced at variable distances?

**Tip:** Always check the units of distance (km, m) when solving plant-spacing problems to avoid conversion mistakes!

One side of a 1.01 km long road has plants planted at equal distance from each other. Distance between consecutive plants.

Solve the problem of determining plant spacing along a 1.01 km road. Learn how to apply distance and sequence formulas to find the number of plants or the distance between them. Suitable for students in Grades 6-8.

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