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For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ?
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For 10 pairs of observations no.of concurrent deviations was found to ...
Calculation of Coefficient of Deviation
Step 1: Find the Mean
To calculate the coefficient of deviation, we need to first find the mean of the observations. The formula for the mean is:
Mean = (sum of all observations) / (total number of observations)
Step 2: Find the Deviation of Each Observation from the Mean
Next, we need to find the deviation of each observation from the mean. The formula for the deviation is:
Deviation = Observation - Mean
Step 3: Find the Standard Deviation
Once we have the deviations of all the observations from the mean, we can find the standard deviation. The formula for the standard deviation is:
Standard deviation = square root of [(sum of squares of deviations) / (total number of observations)]
Step 4: Find the Coefficient of Deviation
Finally, we can calculate the coefficient of deviation using the formula:
Coefficient of deviation = (standard deviation / mean) x 100
Given Information:
- No. of pairs of observations = 10
- No. of concurrent deviations = 4
Explanation:
It is not clear what is meant by "no. of concurrent deviations" in this context. Without more information, it is not possible to calculate the coefficient of deviation.
Step 1: Find the Mean
To calculate the coefficient of deviation, we need to first find the mean of the observations. The formula for the mean is:
Mean = (sum of all observations) / (total number of observations)
Step 2: Find the Deviation of Each Observation from the Mean
Next, we need to find the deviation of each observation from the mean. The formula for the deviation is:
Deviation = Observation - Mean
Step 3: Find the Standard Deviation
Once we have the deviations of all the observations from the mean, we can find the standard deviation. The formula for the standard deviation is:
Standard deviation = square root of [(sum of squares of deviations) / (total number of observations)]
Step 4: Find the Coefficient of Deviation
Finally, we can calculate the coefficient of deviation using the formula:
Coefficient of deviation = (standard deviation / mean) x 100
Given Information:
- No. of pairs of observations = 10
- No. of concurrent deviations = 4
Explanation:
It is not clear what is meant by "no. of concurrent deviations" in this context. Without more information, it is not possible to calculate the coefficient of deviation.
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For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ?
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For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ?.
For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for For 10 pairs of observations no.of concurrent deviations was found to he 4. What is the value of the coefficient deviations ?.
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