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The population of a city increased by 5%, 2% and 6% in the first, second and third year, respectively. At the end of the third
year, the population became 56,763. Find the initial population of the city.
53000
51000
52000
50000
- Let's denote the initial population as P.
- The population after the first year increases by 5%: P×1.05.
- The population after the second year increases by 2% on the new total: P×1.05×1.02.
- The population after the third year increases by 6% on the latest total: P×1.05×1.02×1.06=56,763.
- Now, let's calculate:
$$
P \times 1.05 \times 1.02 \times 1.06 = 56,763
P \times 1.13436 = 56,763
P = \frac{56,763}{1.13436}
P \approx 50,000
- The initial population is indeed close to 50,000.
- Therefore, the correct option is Option 4: 50000.
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