draw a box plot for Q1=64, Q3=84, median 74.5
Consider the sample: 9, 6, 7, 9, 10, 8 a) Find : the mean, the median, the mode b) Find : the range, the quartiles Q1, Q3, the variance, the standard deviation. c) Draw a box-plot for the given data set.
(2) Consider the sample: 9, 6. 7, 9, 10, 8 a) Find: the mean, the median, the mode b) Find: the range, the quartiles Q1, Q3, the variance, the standard deviation c) Draw a box-plot for the given data set.
as soon as possible 1. Find Median, Q1, Q3, and the Interquartile range(IQR) 2 5 9 11 15 16 17 19 20 O 16;5;17:20 17:11:19;8 15;7; 18:11 15:11:17:6
1. I need help with figuring out the numbers for Min, Q1, Median, Q3, Max, the Outliers and the Frequency. 2. I also need help to present these in 3 visuals: Create at least three visuals using your data. Visuals must include two visuals where central tendency and outliers can be seen: Histogram Box and Whisker plot Note: If you have outliers, make sure you create one visual with the outlier(s) and one without the outlier(s). Visuals must include a...
What happens when Q1 and the minimum is the same number? Will the box plot distribution be separated by 33% (since there is only 3 parts of the box plot)?
Given that a = 1 mm and q1 = q2 = q3 = -1nC A) Draw and label a vector for E at point P. B) Draw and label the vector for E total. C) Calculate the vector for E at this point.
One type of plot commonly used in research papers is a "box plot", also known as a 'box and whisker plot". A boxplot can be created in MATLAB using the boxplot command Here's an example: - -- + Considering just the box in a box plot, what extent of the data is represented in order by the top edge and the bottom edge? Select one: the median - 1 SD and the median - 1 SD the 66th percentile and...
Variable Count Mean StDev CoefVar Minimum Q1 Median Q3 Maximum IQ60 36 45.31 12.70 28.03 22.00 36.25 45.00 58.00 73.00 IQ25 36 66.83 14.36 21.48 41.00 54.25 66.50 80.00 94.00 Determine the 95% confidence intervals for each of the data sets, hence interpret the results
Which of the following sets of box plots represents the candy bar weights? (Second picture) Chapter 06.01 Exercise Question 20 6.1.20 Weights of 20 Mounds@ candy bars and 20 PayDay® candy bars, in grams (see table of weights), are shown in the dotplots. 90 9999 Mounds PayDay 19 20 21 23 24 Weight Using the candy bar weight data shown, do the following: Find the five-number summary for both sets of candy bar weights. ) Mounds: Min 19.1, Q1 21,...
1) comapre? survived Mean Median Variance Std. dev. Q1 Q3 IQR NO 30.545369 28 193.83708 13.922539 21 39 18 YES 28.918228 28 226.84822 15.061481 20 38 18 2) aWhich passenger groups were more likely to have survived than others? Explain briefly. Cell format Count (Row percent) (Column percent) 1 2 3 Total 0 123 (15.2%) (38.08%) 158 (19.53%) (57.04%) 528 (65.27%) (74.47%) 809 (100%) (61.8%) 1 200 (40%) (61.92%) 119 (23.8%) (42.96%) 181 (36.2%) (25.53%) 500 (100%) (38.2%) Total 323...