W2: Practical Flashcards

1
Q

What does this show?

A

drug 1 was scoring better than the placebo group and drug 2 was scoring additional benefit of this new drug

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2
Q

For interaction effect a

A

clustered bar chart is better

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3
Q

What is an interaction effect?

A

An interaction effect occurs when the effect of one variable depends on the value of another variable.

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4
Q
  • Line graphs can be quite useful when you got
A

time series data (measurements over many time points)

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5
Q

Example of interaction effect - (3)

A
  • So for drug 1, this seemed to be as effective as drug 2 for early onset Alzheimer
  • Drug 1 not very effective for late onset Alzhiemer and not much difference between drug 1 and placebo for that group
  • Whereas, drug 2 seems to be more effective for both types of early and late onset Alzheimer’s
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6
Q

What are z-scores?

A

A measure of variability: The number of standard deviations from the population mean or a particular data point is

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7
Q

Z scores are a standardised measure and ignore

A

measurement units

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8
Q

Why should I care about Z scores? - (2)

A

Z-scores allow researchers to calculate the probability of a score occurring within a standard normal distribution

Enables us to compare two scores that are from different samples (which may have different means and standard deviations)

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9
Q

How to read positive z score table to get percentile? - (2)

A

first colum contains first part of z score (whole number and decimal point)

top row contains remaining deicmal point

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10
Q

How to read positive z score table to get percentile? example- (2)

A

if z score is 1.25 then.. look left column for 1.2 and top row for 0.05

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11
Q

If trish takes a test and gets a score of 25 and shows her z score is 1.25 and percentle is 0.8944 it shows that

A

89.4% of students performed worse than Trish

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12
Q

Who performed better Trish or Josh?
89.4% students performed worse than Trish
84.1% students performed worse than Josh

A

Trish

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13
Q

68% of scores are within

A

1 SD of mean

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14
Q

95% of scores are within

A

2 SDs of mean

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15
Q

99.7% of scores are within

A

3 SDs of the mean

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16
Q

narrow CIs indicate higher

17
Q

wider CIs indicate

A

low statistical power (bad).

18
Q

If CIs overlap shows

A

two means not significantly different

19
Q

If CIs do not overlap it shows

A

two means are significantly different

20
Q

Null hypothesis is typically a hypothesis of

A

no difference (0)

21
Q

We assume the null hypothesis is

22
Q

We collect evidence to REJECT the

A

null hypothesis

23
Q

We can never say that the null hypothesis is

24
Q

TheP valueor calculated probability is the estimated probability of us

A

finding an effect when the null hypothesis (H0) is true.

25
p value equals to
probability of observing a test statistic at least as a big as the one we have if the null hypothesis were true.
26
Statistical significance does not equal
importance
27
The reason why statistical significance does not equal importance due to 2 reasons - (2)
1. p = 0.049, p = 0.050 are essentially same and former is statistically sig 2. Importance is dependent upon exp design/aims
28
Statistical Sig does not equal importance as importance dependent upon experimental design/aims - example
A statistically significant weight increase of 0.1Kg between two adults experimental groups may be less important than the same increase between two groups of babies.