To calculate how the number of people in the United States changed in 1950

To calculate how the number of people in the United States changed in 1950, when the population was 154 million, at various percentages, let's perform the following calculations: 80% of the population: 154,000,000×0.80 = 123,200,000154\,000\,000 \times 0.80 = 123,200\,000 154,000,000×0.80 = 123,200,000 7.7% of the population: 154,000,000×0.077 = 11,858,000154\,000\,000 \times 0.077 = 11\,858\,000 154,000,000×0.077=11,858,000 14% of the population: 154,000,000×0.14=21,560,000154\,000\,000 \times 0.14 = 21\,560\,000 154,000,000×0.14=21,560,000 Is there anything else you want me to help with? Copy Summarize Delete And in 2025, the population will be 330 million. How much more is that? Regenerate Delete To calculate how many percent more the population in 2025 (330 million) will be compared to the population in 1950 (154 million), we use the following formula:Procentowy wzrost=( Stara warto s ˊ c ˊ Nowa warto s ˊ c ˊ −Stara warto s ˊ c ˊ ​ )×100 Podstawiając dane: (330 000 000−154 000 000154 000 000)×100=(176 000 000154 000 000)×100≈1.14×100=114%\left( \frac{330\,000\,000 - 154\,000\,000}{154\,000\,000} \right) \times 100 = \left( \frac{176\,000\,000}{154\,000\,000} \right) \times 100 \approx 1.14 \times 100 = 114\% ( 154000000 330000000−154000000 ​ )×100=( 154000000 176000000 ​ )×100≈1.14×100=114%Substituting the data: (330 000 000−154 000 000154 000 000)×100=(176 000 000154 000 000)×100≈1.14×100=114%\left( \frac{330\,000\,000 - 154\,000\,000}{154\,000\,000} \right) \times 100 = \left( \frac{176\,000\,000}{154\,000\,000} \right) \times 100 \approx 1.14 \times 100 = 114\% ( 154000000 330000000−154000000 ​ )×100=( 154000000 176000000 ​ )×100≈1.14×100=114% Answer: The population in 2025 is approximately 114% larger than in 1950.