A HERS Rater completes an energy model for a new home, resulting in a HERS Index of 55 and an estimated annual energy cost of $1,500. The homeowner, who works from home and keeps the thermostat at 75°F in the summer, receives their first-year utility bills totaling $2,200. What is the most likely explanation for the discrepancy between the modeled cost and the actual cost?
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A
The energy modeling software has a mandatory +/- 50% margin of error.
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B
The actual operating conditions and occupant behavior differed from the standardized assumptions used in the model.
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C
The rater must have entered the wrong utility rates into the software.
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D
The blower door test result was inaccurate, causing the model to be invalid.