Histograms >> the histogram on the left be Histogram 1 and the histogram on the right...

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Histograms >> the histogram on the left be Histogram 1 and the histogram on the right be Histogram 2. Frequency 0 20 40 60 80 TTT 0 500 1000 1500 10 Frequency 20 40 30 0 L 2 3 4 56 7 Histograms for the Quiz below. Quick Notes Pay attention to the scale of these two graphs. The first is dealing with a lot higher numbers. The median is the middle number and is not affected by outliers. The average factors in all the numbers so outliers will bring the average towards them. Left Skewed is when the graphs start with a low frequency and then slopes up. Right Skewed is when the graph starts with a high frequency and slopes down. >> Statement Histogram Mean is greater than the median. Data has higher variance. Binwidth is equal to 0.5. The range is approximately 5.5. Distribution is left- skewed. The mean is approximately equal to the median. Quiz Question Correctly match the histograms to the statements that are true about each. Histogram 2 Histogram 1 Impossible to tell. Histogram 2 Neither Histogram 1 Histogram 2 Both Neither Histogram 2 Histogram 1 Histograms >> the histogram on the left be Histogram 1 and the histogram on the right be Histogram 2. Frequency 0 20 40 60 80 TTT 0 500 1000 1500 10 Frequency 20 40 30 0 L 2 3 4 56 7 Histograms for the Quiz below. Quick Notes Pay attention to the scale of these two graphs. The first is dealing with a lot higher numbers. The median is the middle number and is not affected by outliers. The average factors in all the numbers so outliers will bring the average towards them. Left Skewed is when the graphs start with a low frequency and then slopes up. Right Skewed is when the graph starts with a high frequency and slopes down. >> Statement Histogram Mean is greater than the median. Data has higher variance. Binwidth is equal to 0.5. The range is approximately 5.5. Distribution is left- skewed. The mean is approximately equal to the median. Quiz Question Correctly match the histograms to the statements that are true about each. Histogram 2 Histogram 1 Impossible to tell. Histogram 2 Neither Histogram 1 Histogram 2 Both Neither Histogram 2 Histogram 1