Imagine that you are collecting data to determine what factors influence an individual's general satisfaction with life. You decide to examine several possible variables and measure the three aspects of life satisfaction. Collect the following data from nine individuals from diverse backgrounds (i.e., they should not all be family members or friends). The nine subjects should be equally distributed among the political affiliations, so you should have three Republicans, three Democrats, and three Independents/other.
Name (not the full name, to protect privacy) Age Height Gender Years of college Political affiliation Hours worked per week Satisfaction with job (on a scale of 1 to 10) Satisfaction with income (on a scale of 1 to 10) Satisfaction with the economy (on a scale of 1 to 10) For each of the variables, manually calculate the mean, the median, the mode, the standard deviation, and the variance and interpret the data regarding any interesting trends observed. For example, if you find that there are more individuals who are happy with their jobs, other variables might be the contributing factors, such as how many hours they worked or how much money they made. You could then conclude that money can contribute to one's happiness! Look for as many trends as you can and come up with your own novel interpretations of why they occurred.
example: Debbie 60 5'5 f 0 Dem 40 6 4 2
How do i calculate this (For each of the variables, manually calculate the mean, the median, the mode, the standard deviation, and the variance and interpret the data regarding any interesting trends observed.)
there are 9 subjects here
and below are the variables :- Name (not the full name, to protect privacy) Age Height Gender Years of college Political affiliation Hours worked per week Satisfaction with job (on a scale of 1 to 10) Satisfaction with income (on a scale of 1 to 10) Satisfaction with the economy (on a scale of 1 to 10)
ok
first decide which variables are numerical/categorical
cuz, calculating mean/mode/stadard deviation etc... makes sense oly for "numerical" variables
##Numerical : Age Height Years of college Hours worked per week Satisfaction with job (on a scale of 1 to 10) Satisfaction with income (on a scale of 1 to 10) Satisfaction with the economy (on a scale of 1 to 10) ##Categorical : Name Gender Political affiliation
they get grouped like that maybe. let me ask u a q - do u also think "Satisfication" variables are numerical ?
guess that shouldnt matter much how we group them, go ahead and calculate mean/mode/standard deviation etc for ur "numerical variables"
do u have data already for the 9 subjects ?
yes i do
do u have it in matrix form ? could u share ?
what do you mean in matrix form?
first section for Demorcrates 60,65,0,40,6,4,2 58,63,0,40,5,3,5 28,66,0,40,3,2,3 like this?
nvm, calculate mean/median/mode etc.. for each column of ur data
so take all these numbers to calculate the mode median and mean
yes, for each variable, u need to calculate those
i thought so but wanted to make sure thanks
np :) do u knw "R" language ?
no i dont sorry
no its okay, R is a statistical language... u wil get to learn it if u ever take a serious course on stats :)
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