Exercise 1: Refer to the North Valley Real Estate data, which report information on homes sold in the area last year. a) Select an appropriate class interval and organize the \"Size of homes\" into a Frequency Distribution Table and Relative Frequency distribution Table interpret. Determine the mean, median, mode, variance and standard deviation 'om your frequency distribution table. b) Compute the Mean, Median, Mode, Range, Standard Deviation, Variance, Lower and Upper Quartiles, 3'\" and 7'\" Deciles, 55th Percentile of \"Size of homes\" from the raw data of your sample and interpret. c) About 90% of the Size of homes are between what two values? What role do you use to answer to this question? {1) About 95% of the selling prices are between what two values? The distribution of the prices of homes of a sample selling prices is symmetric, and bell-shaped. What percent of the prices of homes will lie: i) Between 3: zsand)? + 23? ii) Between fond} 28 ? And Below X ZS ? e) Determine the coefcient of skewness for the variable \"Size of homes\". Is the distribution positively or negatively skewed? f) Develop a Bar Diagram and also a Pie chart for the variable \"Bedrooms\". Interpret both the charts. g) What is an outlier? Is there any outlier in the \"Size of Homes\" variable set of data