the populations and areas of four states are shown. which statement regarding these four states is true?\n|…

the populations and areas of four states are shown. which statement regarding these four states is true?\n| | population | area (km²) |\n|----|----|----|\n| state a | 1,055,173 | 2,677 |\n| state b | 1,333,089 | 36,418 |\n| state c | 3,596,677 | 5,543 |\n| state d | 6,745,408 | 10,555 |\nthe state with the lowest population has the greatest population density.\nthe state with the second lowest population has the lowest population density.\nthe state with the lowest population has the lowest population density.\nthe state with the second greatest population has the lowest population density.
Answer
Answer:
The state with the lowest population has the greatest population density.
Explanation:
Step1: Recall population - density formula
Population density = $\frac{\text{Population}}{\text{Area}}$
Step2: Calculate density for State A
Density of State A=$\frac{1055173}{2677}\approx394.17$ people/km²
Step3: Calculate density for State B
Density of State B=$\frac{1333089}{36418}\approx36.61$ people/km²
Step4: Calculate density for State C
Density of State C=$\frac{3596677}{5543}\approx648.87$ people/km²
Step5: Calculate density for State D
Density of State D=$\frac{6745408}{10555}\approx639.07$ people/km²
Step6: Analyze population order
Population order: State A (lowest) < State B < State C < State D (highest)
Step7: Analyze density order
Density order: State B (lowest) < State D < State C < State A (highest) The state with the lowest population (State A) has the greatest population - density.