Asked by amanda
                A personality test is administered to a large group of subjects. Five scores are shown below, in original units and in standard units. Fill in the blanks.
79 64 52 72 _
1.8 .8 _ _ -1.4
            
        79 64 52 72 _
1.8 .8 _ _ -1.4
Answers
                    Answered by
            MathGuru
            
    Use z-score formula to find the missing values.
z = (x - mean)/sd
sd = standard deviation
First you have to figure out the mean and standard deviation.
Let's look at the values you were given.
Between 64 and 79 is one standard deviation (1.8 - .8 = 1.0). Therefore, one standard deviation = 79 - 64 = 15.
Now we can find the mean using the formula. Let's use the first set of values.
1.8 = (79 - mean)/15
Solve the equation for the mean. You will find that the mean = 52.
Now you have mean = 52 and standard deviation = 15. You will be able to find the missing blanks by solving the z-score formula for the unknown variable you need in each case.
I hope this will help get you started.
    
z = (x - mean)/sd
sd = standard deviation
First you have to figure out the mean and standard deviation.
Let's look at the values you were given.
Between 64 and 79 is one standard deviation (1.8 - .8 = 1.0). Therefore, one standard deviation = 79 - 64 = 15.
Now we can find the mean using the formula. Let's use the first set of values.
1.8 = (79 - mean)/15
Solve the equation for the mean. You will find that the mean = 52.
Now you have mean = 52 and standard deviation = 15. You will be able to find the missing blanks by solving the z-score formula for the unknown variable you need in each case.
I hope this will help get you started.
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