Research Methods and Statistics Flashcards
(57 cards)
Statistics that indicate the average or midmost score between the extreme scores in a distribution
Measures of Central Tendency
Its goal is to identify the most typical or representative of entire group.
Measures of Central Tendency
The average of all raw scores. It is susceptible to outliers.
a. Mean
b. Median
c. Mode
a. Mean
It is used in interval and ratio data when the distribution is normal.
a. Mean
b. Median
c. Mode
a. Mean
It is the middle score of the distribution. This should be used when there are extreme scores or if the distribution is skewed.
a. Mean
b. Median
c. Mode
b. Median
Also used when there is an unknown or undetermined score. Thus, used in “open-ended” categories. (e.g., 5 or more, more than 8, at least 10)
a. Mean
b. Median
c. Mode
b. Median
What is best used in ordinal data?
a. Mean
b. Median
c. Mode
b. Median
This is the most frequently occurring score in the distribution. This is not commonly used but it is useful in analysis of qualitative data.
a. Mean
b. Median
c. Mode
c. Mode
It is used in nominal scales.
a. Mean
b. Median
c. Mode
c. Mode
The value of the ______ gives an indication of the shape of the distribution.
a. Mean
b. Median
c. Mode
Mode
Statistics that describe the amount of variation in a distribution. It gives idea of how well the measure of central tendency represent the data
Measures of Spread or Variability
Provides a quick but gross description of the spread of scores. When its value is based on extreme scores of the distribution, the resulting description of variation may be understated or overstated
a. Range
b. Standard Deviation
c. Variance
a. Range
Approximation of the average deviation around the mean
a. Range
b. Standard Deviation
c. Variance
b. Standard Deviation
It gives detail of how much above or below a score to the mean. It is also equal to the square root of the variance.
a. Range
b. Standard Deviation
c. Variance
b. Standard Deviation
It is the average squared deviation around the mean.
a. Range
b. Standard Deviation
c. Variance
c. Variance
Difference between Q1 and Q2
Interquartile Range
Interquartile range divided by 2
Semi-quartile Range
It is not linearly transformable, converged at the middle and the outer ends show large interval
a. Percentile
b. Quartile
c. Quarter
d. Decile/STEN
a. Percentile
It refers to the dividing points between the four quarters in the distribution
a. Percentile
b. Quartile
c. Quarter
d. Decile/STEN
b. Quartile
It indicates the individual’s relative
position in the standardization sample and it is essential in creating normalized standardized scores.
a. Percentile
b. Quartile
c. Quarter
d. Decile/STEN
a. Percentile
It also refers to an interval.
a. Quartile
b. Quarter
c. Decile
d. Percentile
b. Quarter
It is a measure of the asymmetry of the probability distribution of a real-valued random about its mean
a. Percentile
b. Quartile
c. Quarter
d. Decile/STEN
d. Decile/STEN
It divided the data into 10 equal parts.
a. Percentile
b. Quartile
c. Quarter
d. STEN
d. STEN
A correlation that is used in interval/ratio + interval/ratio data.
Pearson R