I need help figuring out how to get the answers to the problem in red.

The population variance of the square feet data is 35,907.42'. (Round to two decimal places as needed.) Compute the standard deviation of the square feet data. The population standard deviation of the square feet data is 189.49'. (Round to two decimal places as needed.) Compute the mean of the market value data. The population mean of the market value data is $ 90,260.00'. (Round to two decimal places as needed.) Compute the variance of the market value data. The population variance of the market value data is $ 102.317.066.67'. (Round to two decimal places as needed.) Compute the standard deviation of the market value data. The population standard deviation of the market value data is $ 10,115.19'. (Round to two decimal places as needed.) B2 X V fx 1731 A B C D E F G H L 1 House Age Square Feet Market Value Obs - Mean Obs-Mean)^2 30.2 N 32 1731 86400 1.8 3.24 5.62667 W 32 1692 87500 1.8 3.24 0 10 00 V O) UT A 32 2123 116100 1.8 3.24 27 1484 76600 -3.2 10.24 32 1620 96700 1.8 3.24 32 1666 87100 1.8 3.24 33 1850 96000 2.8 7.84 28 1784 91300 -2.2 4.84 10 28 1588 81500 -2.2 4.84 11 28 1520 87600 -2.2 4.84 12 28 1520 87200 -2.2 4.84 13 33 1666 87500 2.8 7.84 14 33 2028 108500 2.8 7.84 15 27 1484 81300 -3.2 10.24 16 28 1484 82600 -2.2 4.84 17Considering the home market value data provided as a population of homeowners on this street, compute the mean, variance, and standard deviation for each of the variables using a spreadsheet and these formulas. Verify your calculations using the appropriate Excel function. Click here to view the data. Click here to view the formulas