A numerical value that describes how data are spread out/scattered on each side of the central...
A numerical value that describes how data are spread out/scattered on each side of the central value is a measure of
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a) Central tendency |
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b) Dispersion |
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c) Average |
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d) Variance |
Homework Answers
It is the "Variance" from the given options which measures the spread out or scattered on each side of the central value.
Variance also means variability from the central value which is average.
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A numerical value that describes how data are spread
out/scattered on each side of the central...
Which measure of central tendency best describes these data
Which measure of central tendency best describes these data?100, 5, 90, 95, 100A. the mode onlyB. the mean and the medianC. the mean onlyD. the median onlyI've never really understood central tendency
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1. For each of the following situations, determine which measure of central tendency is most appropriate...
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A measure of central tendency, such as the mean (average) is a tabular representation...
A measure of central tendency, such as the mean (average) is a tabular representation of data b. graphical representation of data numerical representation of data d. historical representation of data A bar graph or a histogram is a tabular representation of data b. graphical representation of data numerical representation of data d. historical representation of data A cumulative frequency distribution is a representation of data b. graphical representation of data ...
the graph of a distribution of data shows that the graph is ww. A) Median is...
the graph of a distribution of data shows that the graph is ww. A) Median is a better measure of central tendency B) Midrange is a better measure of central tendency C) Mean is a better measure of central tendency D) Mode is a better measure of central tendency then the 31) The number of student member of students enroll the median number of students 65 66 67 66 67 70 67 70 71 68 A) 67 students B) 70...
Please match the following terms with the appropriate pairings A. can apply to nominal data central...
Please match the following terms with the appropriate pairings A. can apply to nominal data central tendency B. the 50th percentile v mode C. the most common score median mean after discarding some extreme values from both sides of the distribution mean the probability of finding the observed results, or more extreme, if the E. advantage of the mode null hypothesis is true trimmed mean F. measures that related to the center of a distribution p-value G.A point on a...
List 2 findings about the shape of the data and how it appears to be spread...
List 2 findings about the shape of the data and how it
appears to be spread out in each of the quadrants.
Approximate Height in Inches: Mean = 3012 Median = 69 Variance = 1226.5 Std. Dev. = 35.02 IQR = 7 Lower Quartile = 65 Upper Quartile = 72 Lowest = 5.4 Highest = 682 Boxplot 682 5.4 65 69 72
- A variable is a. Unit upon which measurements are made b. Data collection form c....
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the graph of a distribution of data shows that the graph is ww. A) Median is a better measure of central tendency B) Midrange is a better measure of central tendency C) Mean is a better measure of central tendency D) Mode is a better measure of central tendency then the 31) The number of student member of students enroll the median number of students 65 66 67 66 67 70 67 70 71 68 A) 67 students B) 70...
Please match the following terms with the appropriate pairings A. can apply to nominal data central tendency B. the 50th percentile v mode C. the most common score median mean after discarding some extreme values from both sides of the distribution mean the probability of finding the observed results, or more extreme, if the E. advantage of the mode null hypothesis is true trimmed mean F. measures that related to the center of a distribution p-value G.A point on a...
List 2 findings about the shape of the data and how it
appears to be spread out in each of the quadrants.
Approximate Height in Inches: Mean = 3012 Median = 69 Variance = 1226.5 Std. Dev. = 35.02 IQR = 7 Lower Quartile = 65 Upper Quartile = 72 Lowest = 5.4 Highest = 682 Boxplot 682 5.4 65 69 72
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