basic stat concept Flashcards
1
Q
what is the purpose of base stat concepts?
A
- describe the difference between scales
- explain normal distribution and standard deviation
- differentiate the measure of central tendency
- explain validity and reliability
2
Q
what are the types of measurement scales?
A
- nominal
- ordinal
- interval
- ratio
3
Q
what is the nominal scale?
A
- qualitative measure.
- named category
- most basic of measurement scales
- only provides info about the difference.
pie chart where you can see what has happened/ your plan. YTD of finances for 12 months.
4
Q
what is ordinal scale?
A
- qualitative measure.
- no indication of how much better something/ result is, just says its better.
Ex. medal podium. we know the first place person was better than the second but we don’t know by how much.
5
Q
what is a interval scale?
A
- quantitative
- scores may be zero.
- tempeture can be measure below zero, so it is a interval scale.
6
Q
what is a ratio scale?
A
- quantitative.
- there are no zero numbers involved.
- waist to hip ratio, blood pressure.
7
Q
what are the measures of central tendency?
A
- mean (average)
- median (middle)
- mode (most frequent)
8
Q
what is the mean in stats?
A
- the arithmetic average of the distribution of scores.
- sensitive to outliers. (only counts the majority)
- used with interval & ratio data
9
Q
what is the median in stats?
A
- where 50% of the scores are ABOVE and 50% of scores are BELOW.
- when N is odd then the median is the middle score.
- when N is even then the median falls between the two middle scores.
10
Q
what is mode in stats?
what is the mode of 2,4,7,5,9,7,0,1,7,
A
- the most frequent score in a distribution.
-7
11
Q
how is variability measured?
A
- range
- standard deviation
12
Q
how is range measured in variability?
A
- you take the high of X and subtract it from the low of X
(H-L=range)
13
Q
why is variability important?
A
- it is important because you can collect more data and see what is actually happening and if the person is improving.
14
Q
what is standard deviation?
- if the mean is 10 and SD is 2 (10+/- 2), where will majority of the data fall?
A
- provides information on the amount of variation or dispersion from the mean.
- tells us how close a set of data is.
- between 8-12
15
Q
if the data is normally distributed then where should the SD score fall?
A
- 68%