A total of 25 patients admitted to a hospital are tested for levels of blood sugar (mg/dl) and the results obtained were as follows: 8771836785 7769766585 8554706880 7378688573 8178817775 Find mean, median and mode (mg/dl) of the above data.
Mean =75.64, Median =76, Mode =81
Mean =75.64, Median =77, Mode =81
Mean =73.64, Median =76, Mode =85
Mean =75.64, Median =77, Mode =85
A
Mean =75.64, Median =77, Mode =85
B
Mean =75.64, Median =76, Mode =81
C
Mean =75.64, Median =77, Mode =81
D
Mean =73.64, Median =76, Mode =85
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Solution
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Arrange them in ascending order, 54,65,67,68,68,69,70,71,73,73,75,76,77,77,78,78,80,81,81,83,85,85,85,85,87 so total no. =25 sum of total no. =1891 ∴ mean =189125=75.64 median =(25+12)th element =13th element =77 mode = highest frequency element =85
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Q1
A total of 25 patients admitted to a hospital are tested for levels of blood sugar (mg/dl) and the results obtained were as follows: 8771836785 7769766585 8554706880 7378688573 8178817775 Find mean, median and mode (mg/dl) of the above data.
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Q2
Question 12 A total of 25 patients admitted to a hospital are tested for levels of blood sugar, (mg/dl) and the results obtained were as follows:
Find mean, median and mode (mg/dl) of the above data.
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Q5
Below given is the pulse count of 40 patients.
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Group the data first in discontinuous class intervals such that one of the class intervals is 70-74.
Next, group the data in continuous class intervals such that one of the class intervals is 85-90.
Find the second class interval and the corresponding frequency of the class for both the groupings of the data.