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In this table, the relationship between time (in hours) and snow accumulation (in inches) seems to show a consistent pattern, as the snow depth increases with time. Let's analyze the relationship and solve for \( x \), assuming there's a linear or proportional pattern.

The table has the following values:

| Time (hours) | Snow (inches) |
|--------------|---------------|
| 0            | 1             |
| 4            | 6             |
| 6            | 9             |
| 24           | 12            |
| x            | 18            |

If we assume that snow accumulation grows linearly or proportionally, the rate between time and snow should remain consistent.

Do you think the rate might

Based on the table provided, find the value of x in terms of the relationship between time (hours) and snow accumulation (inches).

Understand how to find the value of x using proportional relationships in a table showing snow accumulation over time. This math problem demonstrates a consistent pattern in data analysis, ideal for students in Grades 6-8.

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