The standard error of the mean is 128.125.
The formula for standard error is:
With our information, we have:
The formula for standard error is:
With our information, we have:
Use the following frequency distribution (of SAMPLE DATA) in answering the questions: class 0-9 f=10; class 10-19 f=20; class 20
-29 f=40; class 30-39 f=20; class 40-49 f=10.
1) How many classes are there in this frequency distribution?
2) What is the midpoint of the 3rd class?
3) What is the total number of observations in the frequency distribution?
4) What is the relative frequency of the 3rd class?
5) n the formula for the standard deviation in this problem do you use "N' or "n-1"?
6) What is the value of the mean?
7) What is the value of the standard deviation?
1) How many classes are there in this frequency distribution?
2) What is the midpoint of the 3rd class?
3) What is the total number of observations in the frequency distribution?
4) What is the relative frequency of the 3rd class?
5) n the formula for the standard deviation in this problem do you use "N' or "n-1"?
6) What is the value of the mean?
7) What is the value of the standard deviation?
1 answer:
Answer:
1. Five classes in the frequency distribution
2.The mid point of the third class is 24.5
3.The total number of frequency is 100
4.The relative frequency of the third class is (20/100=0.2)
5. We use n-1 because we are dealing with a sample data
6. The mean is 24.5
7. The value of the standard deviation is 11
Step-by-step explanation:
See attached picture for the solutions
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