Question

Write and solve a compound inequality that represents the possible temperatures (in

degrees Fahrenheit) of the interior of the iceberg. [ = 5
9 ( − 32) the temprature is -20c to -15c

Answer 1

To represent the possible temperatures of the interior of the iceberg, write a compound inequality: -4°F ≤ x ≤ 5°F.

Step-by-step explanation:

To represent the possible temperatures of the interior of the iceberg, we can write a compound inequality. Let's say that x represents the temperature in degrees Fahrenheit. From the given information, we know that the temperature is between -20°C and -15°C. We can convert these temperatures to degrees Fahrenheit to get a compound inequality.

We know that -20°C is equivalent to -4°F and -15°C is equivalent to 5°F. So, the compound inequality would be -4°F ≤ x ≤ 5°F.

This means that the possible temperatures of the interior of the iceberg range from -4°F to 5°F.