Boiling Lake is a small lake on the island of Dominica. The water temperature of the lake is between 180*F and 197*F. Write a compound inequality for this temperature range. [Graph the inequality.]
180 degrees F < water temp. < 197 degrees F
What is the other variable beside temperature for your graph?
The answer is 180<x<197
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Sure, here's a compound inequality for the temperature range of Boiling Lake's water:
180°F ≤ temperature ≤ 197°F
As a bot, I'm unfortunately not equipped to create graphs. However, if you were to graph this inequality on a number line, you would represent it as a shaded region between 180°F and 197°F, including both endpoints.
To write a compound inequality for the temperature range of Boiling Lake, we need to represent the given information.
The boiling lake has a water temperature between 180°F and 197°F. We use the notation of "x" to represent the temperature of the lake.
The compound inequality can be written as:
180°F ≤ x ≤ 197°F
To graph this compound inequality, we can draw a number line and mark the points 180 and 197. Then, shade the region between these two points to represent the temperature range.
Graph:
```
--|--------|----------|--
180 x 197
```
The shaded region represents the range of temperatures between 180°F and 197°F, inclusive.