Questions: The coldest temperature in the city today was 14.8 degrees (Fahrenheit). Represent the high temperature and let L represent the low temperature. i) What is a formula that correctly relates H and L? ii) If the low temperature was 68.9 degrees, what was the high temperature? i) L=H+14.8 ii) 83.7 degrees i) H=L+14.8 ii) 83.7 degrees i) L=H+14.8 ii) 54.1 degrees i) H=L+14.8 ii) 54.1 degrees

The coldest temperature in the city today was 14.8 degrees (Fahrenheit). Represent the high temperature and let L represent the low temperature. i) What is a formula that correctly relates H and L? ii) If the low temperature was 68.9 degrees, what was the high temperature? i) L=H+14.8 ii) 83.7 degrees i) H=L+14.8 ii) 83.7 degrees i) L=H+14.8 ii) 54.1 degrees i) H=L+14.8 ii) 54.1 degrees
Transcript text: The coldest temperature in the city today was 14.8 degrees (Fahrenhe represent the high temperature and let $L$ represent the low temperature i) What is a formula that correctly relates $H$ and $L$ ? ii) If the low temperature was 68.9 degrees, what was the high tempera i) $L=H+14.8$ ii) 83.7 degrees i) $H=L+14.8$ ii) 83.7 degrees i) $L=H+14.8$ ii) 54.1 degrees i) $H=L+14.8$ ii) 54.1 degrees
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Solution

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Solution Steps

To solve the given problem, we need to determine the correct formula that relates the high temperature \( H \) and the low temperature \( L \). Then, using the correct formula, we will calculate the high temperature when the low temperature is given as 68.9 degrees.

  1. Identify the correct formula that relates \( H \) and \( L \).
  2. Use the formula to calculate the high temperature when the low temperature is 68.9 degrees.
Step 1: Identify the Correct Formula

To relate the high temperature \( H \) and the low temperature \( L \), we need to choose the correct formula from the given options. The correct formula is \( H = L + 14.8 \).

Step 2: Calculate the High Temperature

Given that the low temperature \( L \) is 68.9 degrees, we can use the formula \( H = L + 14.8 \) to find the high temperature: \[ H = 68.9 + 14.8 = 83.7 \]

Final Answer

\(\boxed{83.7}\)

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