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bannaconde79Lv1
29 Jan 2023
Task 5: Visualization Exercise: Normal Curve + Standard Scores + Raw Scores + Interpretation
This is an exercise to help solidify your understanding by visualizing how positions within a data set relate to the normal curve, standard scores, and interpretative ranges.
Complete the table.
For the Z distribution: The mean is 0 and the standard deviation is 1 .
For the T distribution: The mean is 50 and the standard deviation is 10
For the IQ distribution: The mean is 100 and the standard deviation is 15 .
For HR and RR: Use the whole number rounded mean and standard deviation from Task 3.
Scale -3 SD -2 SD -1 SD Mean +1 SD +2 SD +3 SD
Z 0
T 50
IQ 100
HR
RR
<-2 SD
<-1 SD
-1 to +1
> +1 SD
>+2 SD
Category Range
Extremely Low
Below Average
Average
Above Average
Extremely High
2.5%
13.5%
68%
13.5%
2.5%
Category ranges correspond to the different shades of green in the diagram.
Task 5: Visualization Exercise: Normal Curve + Standard Scores + Raw Scores + Interpretation
This is an exercise to help solidify your understanding by visualizing how positions within a data set relate to the normal curve, standard scores, and interpretative ranges.
Complete the table.
For the Z distribution: The mean is 0 and the standard deviation is 1 .
For the T distribution: The mean is 50 and the standard deviation is 10
For the IQ distribution: The mean is 100 and the standard deviation is 15 .
For HR and RR: Use the whole number rounded mean and standard deviation from Task 3.
Scale -3 SD -2 SD -1 SD Mean +1 SD +2 SD +3 SD
Z 0
T 50
IQ 100
HR
RR
<-2 SD | <-1 SD | -1 to +1 | > +1 SD | >+2 SD | |
Category Range | Extremely Low | Below Average | Average | Above Average | Extremely High |
2.5% | 13.5% | 68% | 13.5% | 2.5% |
Category ranges correspond to the different shades of green in the diagram.
30 Jan 2023
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syedazmath1627Lv10
30 Jan 2023
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shitalbhusare12Lv10
30 Jan 2023
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