Question 1 (1 point) The plot below compares gun homicide rates across regions of the US. After reviewing the plot, you decide to move to a state in the western region. What is the main problem with this interpretation? d- 2. 1' I - - 0' Northeast SDLIIH North Central M5! region Bar graph showing the murder rate average for the Northeast, South, North Central, and West regions. w Murder Rate Average O 1) The graph does not show standard errors. 0 2) It does not show all the data. We do not see the variability within a region and it's possible that the safest states are not in the West. 0 3) The Northeast has the lowest average. 0 4) The categories are ordered alphabetically. Question 4 (1 point) What is the problem with the plot shown below? Result of Presidential Election 2016 230 Electoral Vines 201] Clinton Trump Bar graph showing the 2016 presidential election electoral votes for Clinton and Trump. 0 1) The values are wrong. The final vote was 306 to 232. O 2) The colors should be the same. 0 3) The axis does not start at 0. Judging by the length, it appears Trump received 3 times as many votes when in fact it was about 30% more. 0 4) Percentages should be shown as a pie chart. Question 2 (1 point) Pie charts are appropriate: ( 1) when I am in a bakery. ( 2) when we want to display percentages. ( 3) when ggplot2 is not available. ( 4) never. Bar plots and tables are always better. Question 3 (1 point) The two plots below show the same information: rates of measles by state in the United States for 1928. South Carolin Massachuset District Of Columbia Pennsylvania Nort New New Ha Wes District Of Coly Connectic North 150 200 50 100 150 200 50 100 rate rate Two bar graphs showing the rates of measles for the various states. ( 1) Both plots should be pie charts instead. ( 2) The plot on the left is better because it orders the states alphabetically ( 3) The plot on the right is better because it orders the states by disease rate so we can quickly see the states with the highest and lowest rates. ( 4) Both plots provide the same information, so they are equally good