Interquartile range practice worksheet 1
[DOC File]Algebra 1 Section 1
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interquartile range (the box) of. the. five number summary . will best describe (or help show) the . spread . of the data. Example 1: The frequency table below shows the number of raffle tickets sold for 90 students at a school. Display the data in a histogram. Describe the shape (skewed left, symmetric, or skewed right) of the data distribution.
[DOC File]The Practice of Statistics
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What is the range? Is the range a resistant measure of spread? Explain. How do you find first quartile Q1 and third quartile Q3? What is the Interquartile Range (IQR)? Is the IQR and the quartiles a resistant measure of spread? Explain. How is the IQR used to identify outliers? What is …
[DOCX File]Histogram Practice
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B below to answer questions 1 – 9. ... Which plot has the lesser range of data? Which plot has the greater interquartile range? What is the upper quartile of each set of data? What is the lower quartile of each set of data? What is the minimum point in plot A? ... Histogram Practice Last modified by:
[DOC File]Test 1A - Lewis-Palmer School District 38
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°F = °C(1.8) + 32). 97.7, 32 . 97.7, 0.30. 97.7, 0.54 Meaures of center are affected by multiplying and adding. Measures of spread are affected only by multiplication. 97.7, 0.97 . 97.7, 1.80 4. You measure the number of children, marital status and earned income of an SRS of 1463 women. The number and type of variables you have measured is
[DOC File]MEDICAL DOCTORS – An Activity to review descriptive ...
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13) The interquartile range is the difference between the two quartiles and is a measure of spread because it means that the central 50% of the observations are spread over that range. Calculate the . interquartile range. or . IQR. for this data set:_____ The . range. is just the difference between the maximum and minimum value.
[DOC File]Mean, Median, Box & Whisker Plots
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Range data set #1 = Range data set #1 = Make a Frequency chart with the data. Frequency. Data Set #1 Data Set #2 10 20 30 40 50 60 70 80 90 # O. F. P. L. A. Y. E. R. S. Now take this information and make a line plot (histogram). _____ 0 10 20 30 40 50 60 70 80 90 100. Data Set #1
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