Could use some help with these, they are confusing!

Calculate all three measures of central tendency for the following distribution of sample data for a variable measuring the number of minutes per day that teens ages 1317 spend using social media apps. Sample data for 8 adolescents ages 13-17 nds the following (# of texts, DMs, etc. sent on a typical weekday): 32, 253, 89, 143, 29, 74, 32, 216 Keep all digits during calculations and round nal answers to the tenths including a zero after the decimal for answers that are whole numbers (XXX). Do not include units of measurement in your answer just the numeric value. |. Mean: i l Median: l l Mode: l l Interpret each of the three measures of central tendency calculated in the previous question. (Use the onesentence interpretation formats we have learned in this class; be clear, detailed and specic about the sample and the units of measurement for the variable.) Based on the measures of central tendency calculated above, what do we learn about why the mode is inappropriate for describing the central tendency for quantitative variables? Explain your reasoning using evidence from the distribution for minutes per day U.S. teens (ages 13-17} spend using social media apps. Based on the values of the mean, median and mode for the distribution of the number of minutes U.S. teens spent using social media apps on a typical weekday, what is the shape of the distribution? Explain your reasoning based on the relationship among the three values