A 3-column table with 4 rows is shown. The first column has entries Florida, Hawaii, Montana, Oregon. The second column is labeled Population with entries 19,317,568, 1,392,313, 1,005,141, and 3,899,353. The third column is labeled Area (miles squared) with entries 53,927, 6,423, 145,552, and 95,997. Which statements are true? Check all that apply.

The population density for Montana can be found using the ratio 1,005,141:145,552.
The population density for Oregon can be found using the ratio 95,997:3,899,353.
The population density for Hawaii is greater than the population density for Florida.
The state with the smallest population density is Oregon.
The state with the smallest population density is Montana.

The population density for Montana can be found using the ratio 1,005,141:145,552. ; and The state with the smallest population density is Montana.

Step-by-step explanation:

Population density is found by dividing the population by the area of the state.

For Florida, this is 19317568/53927 = 358.22.

For Hawaii, this is 1392313/6423 = 216.77.

For Montana, this is 1005141/145552 = 6.91.

For Oregon, this is 3899353/95997 = 40.62.

The first statement told us the correct manner to find the population density  for Montana, so it is correct.

The second statement had the method backward for Oregon, so it is not correct

The third statement is that the population density for Hawaii is larger than the one for Florida; this is not true, as Hawaii's is 216.77 and Florida's is 358.22.

The fourth statement is that the state with the smallest population density is Oregon; this is not true, since Montana's is 6.91 and Oregon's is 40.62.  Montana's is the smallest, so the last statement is true.

answer: a.

step-by-step explanation: the answer is a. because, you need to converge the fractions to find a solution.