Statistics Of Directional Data
Introduction to statistics of directional data:
Statistics of directional data are the learning about the mean, mode, median and also the range. The statistics of directional data is the term of the design of the survey and also the experiments. Statistics of directional data are the process that the tutor explains the procedure in the online by the step by step procedure for the mathematical all problems. Statistics of directional data refer the quantities find for the data. Statistics of directional data include the collection, analysis and also the interpretation. Statistics is used to find the population analysis.
Examples for the Statistics of Directional Data:
Example 1 to the statistics of directional data:
Estimate the mean, mode and the median for the data 1844, 1846, 1841, 1846, 1843.
Solution:
The given set of data is 1844, 1846, 1841, 1846, 1843.
The formula used to resolve mean = '(d1+d2+d3+. . . . . .+d n)/n'
Step 1: Mean = '(1844+1846+1841+1846+1843)/5'
Step 2: Mean = '9220/5'
Step 3: Mean = 1844
Step 4: 1841, 1843, 1844, 1846, 1846. (Data in the ascending order)
Step 5: Median = 1844
Step 6: Mode = 1846 (Repeatedly located data)
The mean value for the set of data 1844, 1846, 1841, 1846, 1843 is 1844. The median for the given set of data is 1844 and mode is 1846.
Example 2 to the statistics of directional data:
Resolve the mean, mode and median for the data 7449, 7444, 7445, 7444, 7447.
Solution:
The given set of data is 7449, 7444, 7445, 7444, 7447.
The formula used to resolve mean = '(d1+d2+d3+. . . . . .+dn)/n'
Step 1: Mean = '(7449+7444+7445+7444+7447)/5'
Step 2: Mean = '37229/5'
Step 3: Mean = 7445.8
Step 4: 7444, 7444, 7445, 7447, 7449. (Data in the ascending order)
Step 5: Median = 7445
Step 6: Mode = 7444 (Repeatedly located data)
The mean value for the set of data 7449, 7444, 7445, 7444, 7447 is 7445.8. The median for the given set of data is 7445 and the mode is 7444.
Example 3 to the statistics of directional data:
Predict the mean, mode and median for the given set of data 4315, 4319, 4313, 4317, 4313, 4312.
Solution:
The given set of data is 4315, 4319, 4313, 4317, 4313, 4312.
The formula used to resolve mean = '(d1+d2+d3+. . . . . .+d n)/n'
Step 1: Mean = '(4315+4319+4313+4317+4313+4312)/6'
Step 2: Mean = '38969/6'
Step 3: Mean = 4314.8
Step 4: 4312, 4313, 4313, 4315, 4317, 4319. (Data in the ascending order)
Step 5: Median = '(4313+4315)/2' = 4314
Step 6: Mode = 4313 (Repeatedly located data)
The mean for the set of data 4315, 4319, 4313, 4317, 4313, 4312 is 4314.8. The median for the given set of data is 4314 and the mode is 4313.
Practice Problem for the Statistics of Directional Data:
Estimate the mean, mode and median for data 12031, 12036, 12033, 12035, 12036.
Answer: mean = 12034.2, median = 12035, mode = 12036.
Find the mean, mode and median for the data 12629, 12624, 12620, 12625, 12628, 12623, 12627, 12623.
Answer: mean = 12624.875, median = 12624.5, mode = 12623.
by: Omkar Nayak
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