Statistics Flashcards

1
Q

Statistics measures…?

A

The differences and relationships between sets of data. Allows us to calculate if differences are due to chance or IV.

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2
Q

Most variations in a population…

A

Fall in a normal frequency curve (bell curve).

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3
Q

Standard deviation is

A

The measure of how data is spread out the mean.
A LOW s.d. means that there is a LOW diff in variation from the mean. (Clustered tg)
A HIGH s.d. means theres is a HIGH diff in variation from the mean. (Spread out)

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4
Q

Range is

A

The measure of the spread of data.
Range = Highest - Lowest

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5
Q

Mean is

A

The average

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6
Q

Median is

A

The middle number

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7
Q

Mode is

A

The most common number that appears

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8
Q

Error/Uncertainty bars are…

A

The graphic representation of the variability of data.

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9
Q

Error/Uncertainty bars do what?

A
  • Show measurement error
  • The range of data
  • The S.D. on a graph
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10
Q

What does a T-Test do?

A

Compares TWO sets of data and see if any difference between them is due to chance or IV. Using mean, s.d., and sample size.

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11
Q

What is p?

A

Tells us the PROBABILITY that the difference is due to chance, using a chart developed from huge data.

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12
Q

Due to chance, p=?

A

NOT SIGNIFICANT DIFFERENCE
p is more than 5%.

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13
Q

Due to IV, p=?

A

SIGNIFICANT
p is less than or equal to 5%.

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14
Q

What percent of the population lies within +/- 1 S.D. from the mean?

A

68%

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15
Q

What percent of the population lies within +/- 2 S.D. from the mean?

A

95%

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16
Q

68% percent of the population falls within what S.D. from the mean?

A

+/- 1 S.D.

17
Q

95% percent of the population falls within what S.D. from the mean?

A

+/- 2 S.D.

18
Q

Correlation means

A

Two factors are related

19
Q

What does ‘r’ mean?

A

The correlation coefficient. Tells us the type of correlation between two factors.

20
Q

What the r value tells us?

A

r=1, completely positive correlation
r=-1, completely negative correlation
r=0, scattered graph/no correlation

21
Q

How to find the degree of freedom in a 2-tailed t-test?

A

n1 + n2 -2