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Test your basic knowledge |
DSST Intro To Statistics
Start Test
Study First
Subjects
:
dsst
,
statistics
Instructions:
Answer 50 questions in 15 minutes.
If you are not ready to take this test, you can
study here
.
Match each statement with the correct term.
Don't refresh. All questions and answers are randomly picked and ordered every time you load a test.
This is a study tool. The 3 wrong answers for each question are randomly chosen from answers to other questions. So, you might find at times the answers obvious, but you will see it re-enforces your understanding as you take the test each time.
1. Collection of information from a sample
P(A)
Ratio
S x
Survey
2. Is denoted by 'N' - is the number of data values in the population
Discrete numerical data
x
Population Size
p value left tail
3. Test use normalcdf(ZTS -999)
Cluster sampling
Bias
p value right tail
Survey
4. Level of measurement- Involves data that may be arranged in some order - but differences between data values either cannot be determined or are meaningless. (Example) Questions on a survey are scored with integers 1 thru 5 with 1 representing strong
Frequency
Ordinal
Outliers
Numerical Variable
5. The level of significance and the probability of a type I error (rejecting a true null hypothesis). The area in the tail or tails of a distribution (z - t - or ?2); in hypothesis testing you don't always have a two tailed distribution as in confidenc
Alpha (a)
Ordinal
n
s
6. Mean - mode - median and midrange.
p value left tail
The 4 measures of center
Frequency
Census
7. One extreme value can affect it dramatically.
p
Random Sample or Probability Sample
The effect of extreme values on the measures of center
Exploratory data analysis
8. Using graphs and numerical summaries to describe variables in a data set and their relationship
Observational study
Disjoint event
Graph
Exploratory data analysis
9. To calculate the percentile take the number of values less than x - divide by total number of values and times by 100.
Discrete Data
S x
Continuous Data
Percentile
10. Level of measurement- Is like the ordinal level - with the additional property that we can determine meaningful amounts of differences between data. However - there is no inherent (natural) zero starting point (where none of the quantity is present).
S x
Interval
Alpha (a)
Sample Size
11. Population proportion
Distribution
p
Representative Sample
Inferential Statistics
12. Represents categories - and is nonnumerical in nature
Variable
Outliers
p
Categorical Variable
13. A survey that includes every item or individual of the population
Outliers
Nominal
Census
Survey
14. A flaw in the sampling procedure that makes it more likely that the sample will NOT be representative of population
Bias
Disjoint event
Categorical Variable
p value two tailed test
15. A descriptive tool used to visually describe the characteristics and relationships of collections of data quickly and attractively
s2
Graph
Symmetric Distribution
Statistic
16. A number that is used to describe a characteristic of a sample - such as a sample average - is called a __________.
S x
Statistic
Variable
Designed experiment
17. Occur when one of them affects the probability of the other.
Systematic sampling
Dependent events
S
Symmetric Distribution
18. Range - standard deviation and variance.
Outliers
Cluster sampling
Ordinal
The 3 measures of variation
19. _______________ are numerical measurements that can assume any value between two numbers
s2
s
Continuous Data
Relative frequency histogram
20. Is denoted by 'n' - is the number of data values in the sample
Survey
Sample Size
p value two tailed test
Interval
21. When the distribution of the data values tend to be concentrated toward one end of the display or tail of the distribution - while the data values in the other tail are spread out through extreme values resulting in a longer tail
s
x
Numerical measurement describing some characteristics of a population.
Skewed Distribution
22. Square the standard deviation and to find the population variance square of the population standard deviation
Representative Sample
Sample Variance
Outlier
Categorical Variable
23. A visual exploratory data analysis technique that shows the shape of a distribution - this kind of display uses the actual values of the variable to present the shape of the distribution of data values
Survey
N
Stem-and-Leaf display
Variable
24. Is the portion of the population that is selected for study
Center of Distribution
Sample
Census
p value two tailed test
25. Information about individuals in a population
p value left tail
Variable
Data
Frequency histogram
26. Is a sample containing similar characteristics of the population
Stem and leaf plots
Percentile
Representative Sample
27. Before they are arranged or analyzed - information or observations are called________.
N
S
Ratio
Raw Data
28. Members of the population select themselves by volunteering
Numerical measurement describing some characteristic of a sample.
Population
Self-selected sample
Discrete Data
29. Lowercase sigma; population standard deviaition
Ratio
s
Skewed Distribution
range
30. Is a sample of data values selected from a population in such a way that every sample of size 'n' has an equal probability of being selected and every data value of the population has the same chance of being selected for the sample
Raw Data
p value two tailed test
Sample Variance
Simple Random Sample
31. Population variance
Parameter
s2
q
S x
32. Occur when one does not affect the probability of the occurrence of the other.
Data Set
Independent events
Discrete numerical data
The 2 measures of relative standing
33. Level of measurement- Is the interval level modified to include the inherent zero starting point (where zero indicates that none of the quantity is present). For values at this level - differences and ratios are both meaningful. (Example) Ages of sur
Ratio
p value two tailed test
p value right tail
Statistics
34. Determine the location of the middle value of all the data values
Survey
Median
Frequency
Center of Distribution
35. An efficient method of graphing information using actual amounts: clusters - gaps - outliers are clearly identified.
Designed experiment
Stem and leaf plots
Range
Parameter
36. Is a number that describes a characteristic of a sample
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37. Sample variance
The 3 measures of variation
Nominal
Statistic (note there is no 's' at the end)
s2
38. Always use a equal symbol
Raw Data
Survey
What symbol must always be found in H0
Distribution
39. Variable where the value is a number that results from a measurement process - also called numerical data
Numerical Variable
p value left tail
Percentile
The effect of extreme values on the measures of center
40. Sample size or number of trials
p value right tail
Data
n
Self-selected sample
41. Collection of information from the whole population
Census
Numerical measurement describing some characteristics of a population.
range
x
42. A method of experimentation in which you can control as many variables as possible in order to isolate the effects of a response variable
H1
Data
Cluster sampling
Designed experiment
43. A quantity calculated from data gathered from a sample- usually used to estimate a population parameter
Data
Census
The 4 measures of center
Statistic
44. Statistics
Numerical measurement describing some characteristic of a sample.
S x
Simple random sample
p
45. (largest data value) - (smallest data value)
The effect of extreme values on the measures of center
s2
Inferential Statistics
range
46. Graph involving pictures of objects in which the size of the object in which the size of the object in the picture represents the relative size of the quantity being represented by the object.
Pictograph
Representative Sample
s2
Relative frequency histogram
47. Mu; population mean
Systematic sampling
The 3 measures of variation
Representative Sample
48. Complement of p
Data Set
q
Discrete numerical data
p value two tailed test
49. A collection of individuals about which we want to draw conclusions
Sampling
p
Observational study
Population
50. The number of times each data value occurs
Frequency
Numerical Variable
H0
H1