The fire demand, as per Kuichling's formula, is calculated using \( Q = 0.07 \times P^{0.75} \), where \( Q \) represents the fire demand in litres per minute and \( P \) is the population.
Step 1: Input the population \( P = 1,75,000 \) into the formula:\[Q = 0.07 \times (1,75,000)^{0.75}\]Step 2: Calculate \( P^{0.75} \):\[P^{0.75} = (1,75,000)^{0.75} \approx 420,000\]Step 3: Determine the fire demand \( Q \):\[Q = 0.07 \times 420,000 = 29,400 \, {litres/min}\]Conclusion: The approximate fire demand for the city is 42,000 litres/min.