There is a stream alongside the bike path between the 1.5 -mile mark and the 3.0 -mile mark. What proportion of acidents happen on the bike path alongside the stream
The correct answer and explanation is:
To give you the correct answer about the proportion of accidents happening on the bike path alongside the stream between the 1.5-mile and 3.0-mile marks, I’ll need some data:
- Total number of accidents on the bike path overall
- Number of accidents that occurred specifically between the 1.5 and 3.0-mile marks (the section alongside the stream)
If you have accident counts or data broken down by location, please share it.
Explanation of How to Calculate the Proportion
The proportion of accidents on the bike path alongside the stream is calculated by dividing the number of accidents in that specific section by the total number of accidents on the entire bike path. Formally: Proportion=Number of accidents between 1.5 and 3.0 milesTotal number of accidents on the bike path\text{Proportion} = \frac{\text{Number of accidents between 1.5 and 3.0 miles}}{\text{Total number of accidents on the bike path}}
For example, if there were 50 total accidents on the entire bike path and 20 of them happened between 1.5 and 3.0 miles alongside the stream, then: Proportion=2050=0.4=40%\text{Proportion} = \frac{20}{50} = 0.4 = 40\%
This means 40% of all accidents on the bike path happen in that particular section.
Why This Matters
Understanding the proportion of accidents in specific areas helps in safety planning and resource allocation. The section alongside the stream might have unique risks such as:
- Narrow path due to the proximity of the stream
- Slippery surfaces from moisture or moss near water
- Reduced visibility or sharp turns
- Increased distractions due to scenic views
If a high proportion of accidents happen in this stretch, authorities could consider improvements like better signage, path widening, or barriers between the stream and path to enhance safety.