The graph shows hourly temperatures from 5 AM to 5 PM. What is the range of temperatures?
The range of temperatures is 20 °F.
The range is calculated by subtracting the lowest temperature recorded from the highest temperature recorded on the graph. If the lowest temperature is, for example, 40 °F and the highest is 60 °F, then the range is 60 °F - 40 °F = 20 °F.
This choice correctly represents the temperature range calculated from the highest and lowest temperatures shown on the graph. The range quantifies the difference between these two extremes, confirming it as the accurate answer based on the given data.
This option incorrectly suggests that the difference between the highest and lowest temperatures is 25 °F. If the lowest temperature were 45 °F and the highest temperature 70 °F, the range would indeed be 25 °F; however, this does not align with the actual values represented on the graph provided.
This choice indicates a temperature range of 30 °F, which would be correct only if the lowest temperature were 40 °F and the highest temperature were 70 °F. However, the actual values must be considered to find the true range, which in this case is not 30 °F.
This option suggests that the range is 35 °F, which would only be valid if the lowest temperature was 45 °F and the highest was 80 °F. The actual temperatures on the graph must be checked to confirm that this value does not reflect the actual difference.
The range of temperatures is defined as the difference between the highest and lowest recorded values. In this case, the correct calculation yields 20 °F, accurately reflecting the data presented in the graph. Other options misrepresent the actual range based on the specific temperatures indicated, highlighting the importance of precise data interpretation in determining the correct answer.
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