1. The problem is to understand and compare the percentages and the number 4.4 million given: 5%, 35%, 43%, 47%, and 4.4 million. 2. Percentages represent parts per hundred, so 5% means 5 out of 100, 35% means 35 out of 100, and so on. 3. To compare these percentages to the number 4.4 million, we can calculate what each percentage would be if applied to 4.4 million. 4. The formula to find the part of a whole given a percentage is: $$\text{Part} = \frac{\text{Percentage}}{100} \times \text{Whole}$$ 5. Calculate each: - For 5%: $$\frac{5}{100} \times 4,400,000 = 0.05 \times 4,400,000 = 220,000$$ - For 35%: $$\frac{35}{100} \times 4,400,000 = 0.35 \times 4,400,000 = 1,540,000$$ - For 43%: $$\frac{43}{100} \times 4,400,000 = 0.43 \times 4,400,000 = 1,892,000$$ - For 47%: $$\frac{47}{100} \times 4,400,000 = 0.47 \times 4,400,000 = 2,068,000$$ 6. This shows how many units each percentage corresponds to out of 4.4 million. Final answer: - 5% of 4.4 million is 220,000 - 35% of 4.4 million is 1,540,000 - 43% of 4.4 million is 1,892,000 - 47% of 4.4 million is 2,068,000