Statistics

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Last updated 6:21 AM on 1/2/26
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13 Terms

1
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Populations and Samples:

  • A population is the _____ ____ of items that are of interest

  • A census observes or ________ ______ _________ of a population

  • A sample is a _______of ________ taken from a _____of the population which is used to find out information about the population as a _____.

  • Individual units of a population are known as ________ ____. 

  • Sampling units are named or numbered individually to form a ______ ____. 

whole set, measures every member, selection, observations, subset, whole, sampling units, sampling frame

2
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Advantages and Disadvantages of censuses and samples:

Census

  • Advantages: It should give completely ______results

  • Disadvantages: Time consuming and expensive; cannot be used when the testing process _______the item

Sample

  • Advantages: Fewer people have to respond than in a census, so it is more time and money efficient

  • Disadvantages: The data may not be as accurate as a census; the sample may not be large enough to give information about small ________ of the population 

accurate, destroys, sub-groups

3
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More on Sampling:

  • A larger sample is more accurate but requires more resources.  

  • If a population is varied, you need a larger sample than if the population were ______. 

  • Different samples can lead to different conclusions  due to the ______ _________ in a population. 

uniform, natural variations

4
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Random Sampling

  • A simple random sample of size n is when every sample __ _____n has an equal chance of being selected. Simple random sampling requires a random number generator or ______

  • In systematic sampling, the required elements are chosen at regular intervals from an ordered list. The first _______should be chosen at _____. 

  • In stratified sampling, the population is divided into ______ _______ ____, and a random sample is taken from each. The number sampled in a stratum = (number in stratum / number in population) x overall sample size

of size, lottery, element, random, mutually exclusive strata

5
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Simple Random Sampling

Advantages

  • Free of bias

  • Easy and cheap to implement for small populations and small samples

  • Each sampling unit has a known and equal chance of selection

Disadvantages

  • If population size is large, than could be time and money consuming, as well as ________

  • A ______ ______is needed

disruptive, sample frame

6
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Systematic Sampling

Advantages

  • Simple and quick to use

  • Suitable for large samples and population s

Disadvantages

  • A sampling frame is needed

  • Bias may be introduced if the sampling frame is not ______

random

7
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Stratified Sampling

Advantages

  • Sample accurately reflects the population structure

  • Guarantees proportional representation of groups within a population

Disadvantages

  • Population must be clearly classified into distinct strata

  • Selection within each stratum suffers from the ____ disadvantages as simple random sampling

same

8
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Non-random Sampling—Opportunity Sampling:

  • Opportunity sampling, also known as _________sampling, consists of taking the sample from people who are available at the time the study is carried out and who fit the criteria you are looking for.

Advantages

  • Easy to carry out

  • Inexpensive

Disadvantages

  • Unlikely to provide a _______sample

  • Highly _______on _______ _________

convenience, representative, dependent, individual reseracher 

9
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Non-random Sample—Quota Sampling:

Advantages

  • Allows a small sample to still be representative of the population

  • No sampling frame required

  • Quick, easy and inexpensive

  • Allows for easy _______between different groups within a population

Disadvantages

  • Non-random sampling can introduce ____

  • Dividing the population into groups can be costly or inaccurate

  • _________are not recorded as such

comparison, bias, non-responses

10
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Non-random Sample—Quota Sampling:

  • In quota sampling, an interview or researcher selects a sample that _____the characteristics of the whole population

  • First, divide the population into groups according to given characteristics.

  • The size of each group determines the ________of the sample that should have that characteristic.

  • The interviewer should assess which groups people fall into, as part of the interview.

  • Once a quota has been filled, __ more people in that group are interviewed.

reflects, proportion, no 

11
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Types of Data

  • A value that can take ____ value in a given range is a continuous variable

  • A value that can take only _____ values in a given range is called a discrete variable.

any, specific

12
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A measure of __________ is a single value which describes a position in a data set. If it describes the centre, it is called a _______ __ _______ ____________.

location, measure of central tendency

13
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An outlier is greater than Q_+_(Q_ - Q_, or less than Q__(k)Q3-Q1)

3, k, 3 ,1, 1 -,

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