Final answer:
The predicted noontime temperature was calculated by setting up an equation where the actual temperature (29°F) was 4°F lower than the prediction. After solving the equation P - 4°F = 29°F, we find that the predicted temperature was 33°F.
Step-by-step explanation:
To determine the predicted noontime temperature, we need to set up an equation that will allow us to solve for the unknown predicted temperature. Let's call the predicted temperature P. According to the information provided, the actual temperature was 29°F, and this was 4°F lower than predicted. Therefore, we can write the equation as:
P - 4°F = 29°F
To solve for P, we simply add 4°F to both sides of the equation:
P = 29°F + 4°F
P = 33°F
So, the predicted noontime temperature was 33°F.