Distributions Flashcards

1
Q

What are the features of a normal distribution graph?

A
  • symmetrical from both sides
  • mean, median and mode are identical or very similar
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2
Q

In a normal distribution graph, what is the number of 1 standard deviation above and below the average?

A

68.2

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3
Q

In a normal distribution graph, what is the number for 2 standard deviations above and below the average?

A

95.4

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4
Q

What are the features of a negatively skewed distribution?

A
  • The lump is to the right
  • Mean is the lowest and mode is the highest
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5
Q

What are the features of positively skewed distribution?

A
  • Lump is to the left
  • Mode is the lowest, mean is the highest
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6
Q

What is happening to cause a negative skew and what might a psychologist do to make the data more normally distributed?

A
  • People have scored well
  • The psychologist needs to make the test hard which will cause the lump to move to the centre as people will do less well
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7
Q

What is happening to cause a positive skew and what might a psychologist do to make the data more normally distributed?

A
  • People have scored badly
  • The psychologist needs to make the test easier which will cause the lump to move to the centre as people will do better
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8
Q

If asked about how to make a graph normally distributed what should your first point be?

A

‘Adjust the difficulty of the test’

And then specifically say make the test harder/easier.

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9
Q

When comparing data on a table about how the distributions differ what must your first point be?

A

‘Group A differs from Group B as they have different distributions’

Then go on to say if they are normal/positive/negative and how you know that e.g normal if averages are the same or positive/negative depending on the order of these averages.

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10
Q

What is the outside percentage of the two standard deviations? What would one side of that outside be?

A

Outside percentage = 4.6 (100-95.4)
One side of outside percentage = 2.3 (4.6/2)

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