2 dot plots. The highlands have a mean rainfall of 15.27 millimeters, and the Lowlands have a mean rainfall of 12.05 millimeters.

Analyze the dot plots. What is the approximate difference between the means of the two data sets to the nearest whole number?

mm2 dot plots. The highlands have a mean rainfall of 15.27 millimeters, and the Lowlands have a mean rainfall of 12.05 millimeters.
Analyze the dot plots. What is the approximate difference between the means of the two data sets to the nearest whole number?

mm2 dot plots. The highlands have a mean rainfall of 15.27 millimeters, and the Lowlands have a mean rainfall of 12.05 millimeters.
Analyze the dot plots. What is the approximate difference between the means of the two data sets to the nearest whole number?

mm2 dot plots. The highlands have a mean rainfall of 15.27 millimeters, and the Lowlands have a mean rainfall of 12.05 millimeters.
Analyze the dot plots. What is the approximate difference between the means of the two data sets to the nearest whole number?

mm

1 answer

To find the approximate difference between the means of the two data sets, you simply subtract the mean rainfall of the Lowlands from the mean rainfall of the highlands.

Given:

  • Mean rainfall in the Highlands = 15.27 mm
  • Mean rainfall in the Lowlands = 12.05 mm

Calculating the difference:

\[ \text{Difference} = 15.27 , \text{mm} - 12.05 , \text{mm} = 3.22 , \text{mm} \]

Now, rounding this difference to the nearest whole number:

\[ \text{Difference} \approx 3 , \text{mm} \]

Therefore, the approximate difference between the means of the two data sets to the nearest whole number is 3 mm.