College

Match each temperature interval with the proportion of days over the 5 years whose average temperature fell in that interval.

Temperature Intervals:
- 73 to 74 degrees Fahrenheit
- 70 to 71 degrees Fahrenheit
- 68 to 70 degrees Fahrenheit
- 66 to 68 degrees Fahrenheit
- 60 to 66 degrees Fahrenheit

Proportions:
- 0.032
- 0.10
- 0.163
- 0.207
- 0.291

Answer :

To solve this problem, we need to match each temperature interval with its corresponding proportion of days over the 5 years where the average temperature fell within that interval. Here’s how we can do it:

1. List the Temperature Intervals:
- 73 to 74 degrees Fahrenheit
- 70 to 71 degrees Fahrenheit
- 68 to 70 degrees Fahrenheit
- 66 to 68 degrees Fahrenheit
- 60 to 66 degrees Fahrenheit

2. List the Proportions:
These are the proportions of days that fell within the respective temperature intervals:
- 0.032
- 0.10
- 0.163
- 0.207
- 0.291

3. Match Each Interval with Its Proportion:
We'll systematically pair each interval with the appropriate proportion by aligning them correctly:

- 73 to 74 degrees Fahrenheit is matched with a proportion of 0.032. This means that approximately 3.2% of the days had an average temperature in this range.

- 70 to 71 degrees Fahrenheit is matched with a proportion of 0.10. Thus, about 10% of the days averaged within these temperatures.

- 68 to 70 degrees Fahrenheit is matched with a proportion of 0.163. Correspondingly, 16.3% of the days fell into this interval.

- 66 to 68 degrees Fahrenheit is matched with a proportion of 0.207. Therefore, 20.7% of the days had their average temperature in this range.

- 60 to 66 degrees Fahrenheit is matched with a proportion of 0.291. This means that 29.1% of the days had an average temperature within these limits.

By carefully matching each temperature interval to the corresponding proportion, we have determined which portion of days correspond to each temperature range. This detailed pairing helps in understanding the distribution of temperatures over the years in question.