feedback_label.text="Correct! Company A (City Builders Inc.) would require fewer workers to build 40 houses. Both companies build at the same rate (3 houses per worker per week), but Company A has a slight advantage due to their organizational structure. For 40 houses, Company A needs 13.33 workers (rounded to 13) while Company B needs 13.33 workers (rounded to 14)."
ifmission.id=="4":
feedback_label.text="Correct! With a power demand of 31.78 kilowatts and each power plant generating 40 kilowatts, 1 power plant is sufficient to power your city. You can now place a power plant within 31.6 grid units of your houses to ensure everyone has electricity!"
else:
feedback_label.text="Correct! Company A (City Builders Inc.) would require fewer workers to build 40 houses. Both companies build at the same rate (3 houses per worker per week), but Company A has a slight advantage due to their organizational structure. For 40 houses, Company A needs 13.33 workers (rounded to 13) while Company B needs 13.33 workers (rounded to 14)."
feedback_label.text="Not quite right. Look carefully at the lines for both companies. Calculate how many workers each company would need for 40 houses using the formula: workers = houses ÷ (houses per worker)."
ifmission.id=="4":
feedback_label.text="Not quite right. Calculate the power demand using the formula: Power needed = 2 × √n + n⁰·⁸, where n = 40 houses. Then compare this to the output of one power plant (40 kilowatts)."
else:
feedback_label.text="Not quite right. Look carefully at the lines for both companies. Calculate how many workers each company would need for 40 houses using the formula: workers = houses ÷ (houses per worker)."