The data on the following page is the starting salary of 50 randomly selected teachers (in thousands 1) Group the data i
Posted: Wed May 11, 2022 2:50 pm
Teachers Salary in thousands:
32.4, 40.5, 43.2, 42.1, 50.3, 51, 53.5, 55.6, 61.7, 54.5, 55.8,
60.8, 41.2, 39.8, 51.6, 47.2,
39.1, 64.3, 68.3, 69, 52.4, 53.5, 55.4, 55.5, 55.6, 45, 49,
49.4, 48.9, 51.3, 52.4, 53.1, 53.1, 38.9, 70.1,
71, 61.2, 62.3, 60.1, 58.6, 57.7, 56.5, 56.3, 54.2, 55.1
The data on the following page is the starting salary of 50 randomly selected teachers (in thousands 1) Group the data into 8 classes starting with 30thousand 2) Create a frequency and relative frequency histogram from your grouped data 3)Find the five number summary of the data 4)Find the IQR and any outliers. 5)Make a boxplot 6)Find the mean and standard deviation from the grouped data(round to the nearest tenths place) 7)Compare the mean, median, and mode to comment on the shape of the distribution.
32.4, 40.5, 43.2, 42.1, 50.3, 51, 53.5, 55.6, 61.7, 54.5, 55.8,
60.8, 41.2, 39.8, 51.6, 47.2,
39.1, 64.3, 68.3, 69, 52.4, 53.5, 55.4, 55.5, 55.6, 45, 49,
49.4, 48.9, 51.3, 52.4, 53.1, 53.1, 38.9, 70.1,
71, 61.2, 62.3, 60.1, 58.6, 57.7, 56.5, 56.3, 54.2, 55.1
The data on the following page is the starting salary of 50 randomly selected teachers (in thousands 1) Group the data into 8 classes starting with 30thousand 2) Create a frequency and relative frequency histogram from your grouped data 3)Find the five number summary of the data 4)Find the IQR and any outliers. 5)Make a boxplot 6)Find the mean and standard deviation from the grouped data(round to the nearest tenths place) 7)Compare the mean, median, and mode to comment on the shape of the distribution.