Statistics Flashcards

(60 cards)

1
Q

What is a sample

A

Some subset of the population intended to represent the population

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2
Q

What is a sampling unit

A

Each individual in the population that can be sampled

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3
Q

What is a sampling frame

A

Numbered or named to form a list

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4
Q

Advantages of using a census

A

Should give completely accurate result.

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5
Q

Disadvantages of using a census

A

Time consuming and expensive.
Can not be used when testing involves destruction.
Large volume of data to process.

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6
Q

Advantages of using a sample

A

Cheaper
Quicker
Less data to process

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7
Q

Disadvantages of using a sample

A

Data may not be accurate.
Data may not be large enough to represent small sub-groups.

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8
Q

How to carry out simple random sampling

A

In sampling frame each item has identifying number. Use random number generator, or β€˜lottery sampling’ (names in a hat

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9
Q

What is simple random sampling

A

Every sample has an equal chance of being selected

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10
Q

Advantages of simple random sampling

A

Avoids bias
Easy and cheap to implement
Each nu. Has an equal chance

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11
Q

Disadvantages of random sampling

A

Not suitable when population size is large
Sampling frame is needed

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12
Q

How to carry out systematic sampling

A

Elements chosen at regular intervals

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13
Q

Advantages of systematic sampling

A

Simple
Quick
Suitable for larger samples / populations

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14
Q

Disadvantages of systematic sampling

A

Sampling frame needed
Can introduce bias is sampling frame is not random

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15
Q

When is stratified sampling used

A

Used when sample is large + pop. Naturally divides into two groups

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16
Q

How to carry out stratified sampling

A

Population divided into groups (strata) and a simple random sample carried out in each group.

Same proportion (π‘ π‘Žπ‘šπ‘ 𝑠𝑖𝑧𝑒 (𝑛))/(π‘π‘œπ‘ 𝑠𝑖𝑧𝑒 (𝑁) ) sampled from each strata.

Used when sample is large and population naturally divides into groups.

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17
Q

Advantages of stratified sampling

A

Reflect population structure

Guarantees proportion representation of groups within the population

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18
Q

Disadvantages of stratified sampling

A

Population must be clearly classified into distinct strata.
Selection within each stratum suffers from same disadvantages as simple random sampling.

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19
Q

How to carry out quota sampling

A

Population divided into groups according to characteristic. A quota of items/people in each group is set to try and reflect the group’s proportion in the whole population. Interviewer selects the actual sampling units.

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20
Q

Advantages of quota sampling

A

Allows small sample to still be representative of population.
No sampling frame required.
Quick, easy, inexpensive.
Allows for easy comparison between different groups in population

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21
Q

Disadvantages of quota sampling

A

Non-random sampling can introduce bias.
Population must be divided into groups, which can be costly or inaccurate.
Increasing scope of study increases number of groups, adding time/expense.
Non-responses are not recorded.

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22
Q

How to carry out opportunity sampling

A

Sample taken from people who are available at the time of study, and who meet the criteria

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23
Q

Advantages of opportunity sampling

A

East to carry out
Inexpensive

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24
Q

Disadvantages of opportunity sampling

A

Unlikely to provide a representative sample

High dependent on individual researcher

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25
What is range + how to calculate e
It’s a measure of variation Highest - lowest value
26
What are percentiles
Divide data in 10 Eg. Q1 = 25th percentile
27
How to find a interpercentile range
Subtracted 2 percentiles
28
How to find the mean
Total β€”β€”- How many Or EX β€” n
29
How to find mean from a table
Mid point x frequency β€”β€”β€”β€”β€”β€”β€”β€”β€”β€” n
30
What is the median
Middle data value when all the data values are placed in order of size
31
What is the mode
Most frequently occurring data value
32
Definition of an outlier
An observation that lies outside the overall pattern of distribution
33
Give a reason to support the use of histograms to represent this data
……. Is continuous Grouped
34
What are the features of a histogram
No spaces between bars Area is proportional to frequency
35
frequency density equation
FD = F / CW
36
What does area = on a histogram
Area = K x frequency
37
Statistical distributions What’s does X mean
A random variable (It doesn’t have a fixed value)
38
Statistical distributions What does x mean
A particular value X can take
39
What is a descrete random variable
Only have a certain number of possible values
40
What do all probabilities add ot
1
41
How do you tell which is the mode In terms of probability
the value with the biggest probability
42
Statistical distributions What is the binomial coefficient equation
(n) n n! = C = β€”β€”β€”- (r) r r! (n-r)!
43
Probability What does n mean
2 shaped areas
44
Probability What does u mean
1 or 2 shaded areas
45
What does mutant exclusive mean
No overlap
46
What is the mutatly exclusive equation
P(AuB) = p(A) + p(B)
47
What does independent eventsmean
No effect on each other
48
Independent events equations
p(AnB) = P(A) x P(B)
49
What is the formula of the regression line
Y = a + bx
50
What is interpolation Is it reliable
Values of x within the data range It’s reliable
51
What is extrapolation Is it reliable
Use of values of x outside the data range It’s unreliable
52
What variable do you put on the xaxis
Independent
53
What value do you put on the y axis
Dependent
54
What is a hypothesis
A statement made about the value of a population parameter that we wish to test by collecting evidence in the form of a sample
55
What is a null hypothesis
The default
56
What is an alternative hypothesis
That there has been some change in the population parameter
57
What is a test statistic
The evidence from the sample
58
What is the level of significance
Is the maximum probability where we would reject the null hypothesis
59
What is the critical region
The range of values f the test statistic that would lead to you rejecting H0
60
What is the actual significance level
The actual probability of being in the critical region