ch 5/6 Flashcards

1
Q

when shifting data, if the value of 10 is added to the observations, what happens to the mean/median?

A

it shifts by the same amount

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2
Q

when shifting data, do the measures of spread change?

A

no

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3
Q

when scaling data, what happens to mean/median

A

they get multiplied by the constant c

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4
Q

when scaling data, if an instructor gives students an additional 8% what becomes constant c

A

1.08
100% plus another 8%

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5
Q

when scaling data by 1.2, what happens to variance?
and SD?

A

variance: 1.2^2 x original variance
SD: 1.2 x original SD

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6
Q

what does z-score tell us?

A

how many SD the value is away from the mean

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7
Q

what does a negative z-score represent

A

the value is below the mean

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8
Q

the standard normal model has a mean of __ and a SD of __

A

0,1

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9
Q

what 3 normal model percentages have the rule

A

68, 95, 99.7

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10
Q

how many SD is 68% within the mean

A

1

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11
Q

problem: if the mean is 110, SD is 25, and we want to find the percentage of scores below 160, how do we do this

A

figure that the diff between the mean and 160 is 50, which is equal to 2 SD, meaning we can use the 95% rule. since 95% leaves 2.5% open on each side we do 95%+2.5% to get 97.5% as the answer.

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12
Q

what are scatterplots used for

A

determining relationship between 2 quantitative variables

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13
Q

for scatterplots the x axis should have the ___ variable, and the y axis should have the ___ variable

A

explanatory, response

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14
Q

what does correlation refer to?

A

the degree of linear association between 2 quantitative variables

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15
Q

what does “r” stand for

A

correlation

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16
Q

“r” has a value between..

A

-1 and 1

17
Q

what would a correlation of -0.9 represent

A

an extremely string negative linear correaltion

18
Q

is “r” sensitive to outliers

A

yes