More Methodology (Hypothesis, Aim) etc Flashcards

1
Q

What is an Aim?

A

It describes what the research is for + states a question of what the researcher hopes to find

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2
Q

What does the Aim need?

A
  • clear + precise statement of the purpose of the study
  • explains why the research is taking place
  • includes what is being studied + the goal of the study
  • realistic
  • ethical

e.g. “This study aims to investigate the aim effects of alcohol on reaction times”

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3
Q

Define Hypothesis?

A

It is a prediction of what they expect the results of the study to be
(*states after giving the aim of the research)

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4
Q

What are the 2 different types of Hypothesis and explain them (include phrasing)

*hint - each types has a specific wording that is always used

A

Experimental Hypothesis - predicts that there will be a difference or an effect between the variables (IV & DV) + (has significant results = have a difference)
Phrasing = varies if its One Tailed or Two Tailed

Null Hypothesis - predicts that here will be no difference between the 2 variables (has no results = have no difference)
Phrasing: start = no difference/ End = any difference will be due to chance factors

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5
Q

What are the different Experimental Hypothesis and explain them

A

One tailed experimental hypothesis (directional) - predicts that there will be a difference (mostly has significant difference written to compare between the 2 variables) and states the direction. (one group will significantly do better than the other group)

Two tailed experimental hypothesis (non-directional) - just states that there will be a difference but doesn’t state the direction

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6
Q

Describe Descriptive Statistics, give examples and state what it cannot do

A
  • it analyse data to help describe, show or summarise it.

Examples:

  • *central tendency
  • *measures of dispersion
  • summary tables
  • pie charts/ bar charts/ graphs

Weaknesses:

  • if practical is repeated measures = unable to predict if the results are similar
  • can’t explain what caused the results
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7
Q

Give advantages and disadvantages for the measure of central tendency (basically mean median and mode)

A

Mean:
advantages - it uses all of the scores
disadvantages - it is influenced by extreme scores

Median:
advantages - not as influenced by extreme scores as is the mean
disadvantages - didn’t not use the arithmetic value of all scores = can’t be used for further calculation

Mode:
advantages - easy to spot
disadvantages - there maybe more than one

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8
Q

What is measures of dispersion and what are the common measures?

A

it is used to notify us if our scores are clustered closely around the mean or widely scattered (lower = clustered/ higher = scattered)

common measures:

  • range
  • standard deviation (SD)
  • Variance
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9
Q

How do you work out SD?

this isn’t the same as A-level Statistics (can’t use the calculator as you will get different answer)

A
  1. work out the mean
  2. each number is minus from the mean and then squared
  3. for those squared numbers, find the mean
  4. square root it
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10
Q

What is Inferential Statistics and why is it important?

A

Needs to know if the results are accurate and valid enough to make predictions about future occurrences

its important as we can make predictions on behaviour, such as diagnosing and treating mental disorders effectively

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11
Q

What is your aim for Inferential Statistics?

How do we know which hypothesis to take?

A
  • To discover the likelihood that the results are due to chance factors.
    1. (does land in CV) if the effects of the DV are unlikely due to chance factors but more to do with the IV = reject the null hypothesis and carry forward the experimental
    2. (doesn’t land in CV) if the results was due to chance factors = reject experimental hypothesis then carry out the null hypothesis
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12
Q
  1. How accurate do we need to be?

2. When are the levels of significance used?
like what type of test do they use on

A

1.To make safe predictions most of the results needs to be at least 95%/99% accurate = called levels of significance (the remaining % are chance factors)

  1. 1%(p=0.01) = needs certainty such as drug test, prototypes of vaccine etc
    5%(p=0.05) = mostly common test such as memory test
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13
Q

Describe type 1/2 errors

A

Type 1 error - A false positive is where the null hypothesis may be falsely rejected (when researchers falsely claim an effect exist). likely to happen when a P value is too lenient such as P<0.5 or P<0.3
(Reject null hypothesis when it was true)

Type 2 error - A false negative is where a null hypothesis may be falsely accepted (when the researchers may falsely claim an effect that doesn’t exist). likely to happen when a P value is too stringent such as P<0.01
(Accept null hypothesis but was false)

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14
Q
  1. What is a Statistical test
  2. How do you know which test to choose?

THE TABLE TO TELL WHICH ONE TO CHOOSE IS IN THE BOOKLET “MORE METHODOLOGY”

*IMPORTANT TO REMEMBER AS YOU WONT BE GETTING ONE IN THE TEST

A
  1. meant to calculate the likelihood that our results are due to chance factor but can’t choose the same test for every set of results

2:

  • test of the difference or relationship
  • types of data (level of measurement)
  • design of the study (independent measures, repeated measures, matches pairs or correlation)
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15
Q

What are the Types of data in Statistical test?

A
  • Nominal (categories)
  • Ordinal (ordering)
  • Interval (no. goes into minuses) and Ratio (starts at 0 and onward)
    (the numbers for interval and ratio are the measurements of those like temperature, amount of cash, volume of water etc)
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16
Q

Describe Nominal data

A
  • these are the just the participants that did one task or the other
  • can’t overlap
  • categories are mutually exclusive
    (can be called frequency)

Examples:

  • there are 4 women 6 men in a room
  • in a room with 100 people 50 are introverts and the other 50 are extroverts
17
Q

Describe Ordinal data

A
  • can interpreted as ranked data
  • only shows the order of the ranks
  • it doesn’t tell you the difference between the variables (for example you cant tell how much better 2nd place is to the ones below and how far behind it is from the one’s above it)

Example:

  • in a competion participant A came 1st participant B came 2nd and so on
  • participant came 3rd in her class
18
Q

Describe Interval and Ratio data and explain what is the difference between Interval and Ratio data

A
  • the most accurate and precise out of the 3 data types
  • shows how much difference there is between the 1st and 2nd etc
  • it uses “public information” (units of measures like: seconds, minutes, lbs, kg, Celsius degrees)

The only difference is that the measure of units that its using:
Interval = can go into minuses like temperature, weight (depends on context like if gravity is put into it)
Ratio = starts at 0 and goes onward like time, kg, lbs etc

19
Q

What do you do after finding which test you are doing and describe them

A

You need to find the observed (calculated) and critical values

Observed Value - results from the statistical test
(Calculated Value - the calculations)

Critical Value - the results (crit must be bigger/ equal than observed) must exceed in order to have a significant effect, its the cut of that determines whether a test results represent a real difference or could have occurred by chance (each test have their own set of critical value)

To find the Critical value:

  1. level of significance
  2. number of participant
  3. if hypothesis is 1 or 2 tailed
20
Q

what do you do after find the observed and critical values, what is the phrasing of it and why is it important?

A

Compare them to determine if your results are 95% accurate (p=0.05)
Phrasing:
if Observed is less than Critical = significant at 0.05 = accept experimental hypothesis + show the values for evidence
if Observed more than Critical = not significant at 0.05 = accept null hypothesis + show the values for evidence

It allows you to have accurate predictions for this behaviour in the future without having to test it first