1. The show in Colorado is falling at a constant rate. How much snow will be on the slopes after
Time (hours)
Snowfall (inches)
4
8
35
7
6
12
7
14 inches
11 inches
3.5 inches
4.9 inches

Let's organize the data you provided. It seems to describe the snowfall over time, but the exact structure of the question isn't fully clear. From what I can infer, you're asking how much snow will accumulate after certain periods of time.

The data points can be written as:

| Time (hours) | Snowfall (inches) |
|--------------|-------------------|
| 4            | 8                 |
| 35           | 7                 |
| 6            | 12                |
| 7            | 14 inches         |
| ?            | 11 inches         |
| ?            | 3.5 inches        |
| ?            | 4.9 inches        |

However, a few things are unclear:
1. Are you asking for the rate of snowfall over time?
2. Are you asking for predictions of snowfall based on this data?
3. Would you like a linear model to predict snowfall based on time?

Please clarify so I can assist better.

Here are some relevant questions:
1. Should the data be analyzed for a trend (linear or other)?
2. Are the missing hours required for the remaining snowfall data?
3. Is snowfall assumed to be constant, or does it vary over time?
4. Are these real-world measurements, and would you like a realistic model?
5. Would you like to compare snowfall rates across different intervals?

**Tip:** In real-world models, snowfall isn't always constant. Calculating the average rate of change can give a quick estimate, but for accuracy, consider multiple intervals.

The show in Colorado is falling at a constant rate. How much snow will be on the slopes after Time (hours) Snowfall (inches) 4 8 35 7 6 12 7 14 inches 11 inches 3.5 inches 4.9 inches

Explore how to calculate snowfall rates and accumulation over time with this detailed problem. Given specific data points, learn how to find the linear rate of snowfall and predict future values. This problem covers key concepts such as rate of change and linear relationships, suitable for students in Grades 8-10.

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