The populations of several different regions of a state are shown. Find the mean of the data. region 1: 20,200 region 2: 14,500 region 3: 18,800 region 4: 9,300 region 5: 2,200 (1 point) Responses 13,000 13,000 14,500 14,500 18,000 18,000 65,000

1 answer

To find the mean of the populations of the regions, you will sum all the populations and then divide by the number of regions.

The populations are:

  • Region 1: 20,200
  • Region 2: 14,500
  • Region 3: 18,800
  • Region 4: 9,300
  • Region 5: 2,200

Now, let's calculate the sum of these populations:

\[ 20,200 + 14,500 + 18,800 + 9,300 + 2,200 = 64,000 \]

Next, we divide the total by the number of regions (which is 5):

\[ \text{Mean} = \frac{64,000}{5} = 12,800 \]

Therefore, the mean population of the regions is 12,800.

If this option is not in the responses you provided (13,000, 14,500, 18,000, 65,000), double-check the calculation or the provided numbers, as the calculations for summing and finding the mean are correct based on the data given.