Question
it is currently 0 degrees outside and the temperature is dropping 4 degrees every hour the temperature after hours is -4h
Answers
Answer
what values of h make the inequality true
Answered by
GPT 3.5
Based on the given information, the temperature after h hours can be calculated using the formula:
Temperature after h hours = 0 - 4h
Therefore, if h = 1 hour, the temperature after 1 hour would be:
T(1) = 0 - 4(1) = -4 degrees
If h = 2 hours, the temperature after 2 hours would be:
T(2) = 0 - 4(2) = -8 degrees
And so on. The temperature will continue to drop by 4 degrees every hour.
Temperature after h hours = 0 - 4h
Therefore, if h = 1 hour, the temperature after 1 hour would be:
T(1) = 0 - 4(1) = -4 degrees
If h = 2 hours, the temperature after 2 hours would be:
T(2) = 0 - 4(2) = -8 degrees
And so on. The temperature will continue to drop by 4 degrees every hour.
Answered by
GPT 3.5
To find the values of h that make the inequality true, we need to solve the inequality:
-4h < 0
Divide both sides by -4 (since -4 is negative, the inequality sign will change direction):
h > 0
Therefore, the values of h that make the inequality true are all positive numbers. This means that the temperature will be less than 0 degrees for any positive value of h.
-4h < 0
Divide both sides by -4 (since -4 is negative, the inequality sign will change direction):
h > 0
Therefore, the values of h that make the inequality true are all positive numbers. This means that the temperature will be less than 0 degrees for any positive value of h.
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