Test Flashcards

1
Q

A 99% confidence interval is better than a 95% C.I.

A

False. The interval for a 99% confidence level is often so long as to be useless.

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2
Q

As sample size increases, sample standard deviation decreases.

A

True. Sample std dev, or standard error, contains n in the denominator.

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3
Q

Small p-value means the magnitude of the difference from the null hypothesis is large.

A

False. P-value does not speak to magnitude of statistical significance.

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4
Q

Higher R-squared in a regression line implies the line fits well.

A

True. A higher R-squared value means that more of the variance is explained by the regression line.

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5
Q

Central Limit Theorem

A

The sampling distribution of any statistic will be approximately normal if the sample size is large enough.

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6
Q

Multicollinearity

A

Explanatory variables are highly correlated, leading to a computational problem and interpretation difficulties.

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7
Q

Type I Error

A

Rejecting null hypothesis when it is true. More of these errors occur with a higher test level.

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8
Q

Bernoulli Trial

A

A trial with only two possible outcomes - success and failure. X~B(n,p) where X is number of successes in n trials, p = success probability.

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9
Q

P-Value

A

Probability of the observed event, or more extreme events, under the null hypothesis.

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10
Q

What are the four assumptions of a multiple linear regression?

A

Linearity, independence, normality, and common variance.

If these are not true, results will not be reliable (Multicollinearity, homoskedastic, etc).

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11
Q

k

dF Model

A

Number of explanatory variables

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12
Q

dF total

n - 1

A

n is the number of observations.

Be sure to add 1

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13
Q

MSE

A

SSE/(n - k - 1)

MSE is the estimator of variance (sigma squared)

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14
Q

R^2

R-squared

A

SSM/SST

% of variance explained by the regression line

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15
Q

F Model

A

MSM/MSE

c/d

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16
Q

A right-skewed distribution means the mean is greater than the median.

A

True. The mean is very sensitive to extreme values so the tail will “drag” the mean up.