Quantitative Methods IV Flashcards

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1
Q

Binomial distribution

A

Success and failure, where prob is constant for each trial

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2
Q

Binomial expected value

A

E(x) = N * P

Number of trials * probability of success

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3
Q

Binomial variance

A

N * P * (1-P)

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4
Q

Continuous uniform distribution

A

Prob of outcome = % of range

I.e. range = 2 to 12, prob of 4 to 8 = (8-4) / (12-2)

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5
Q

Normal distribution

A
mean = mode = median
Kurtosis = 3
Skewness = 0
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6
Q

Multivariate distributions
Mean
Variance
Correlation

A

N means

N variances

0.5N(n-1) pairs of correlation

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7
Q

Confidence intervals for normal distribution

A
90% = -1.65s to 1.65s
95% = -1.96s to 1.96s
99% = -2.58s to 2.58s
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8
Q

Z-score

A

(sample mean - hypothesized mean) / standard error

How many stdevs away from the mean you are
Standardized so mean = 0, stdev = 1

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9
Q

Lognormal distributions

A

e^x

Skewed to the right and bounded by zero, useful with non negative asset prices

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10
Q

Compounding with continuous periods

Effective annual rate

A

e^r - 1

R = return

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11
Q

Compounding with continuos periods

Convert effective rate to stated rate

A

Ln(effective rate + 1)

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12
Q

Stratified random sample

A

Classification system to separate into subgroups and then take samples based on size relative to population.

Guaranteed to sample from each stratum, not true of simple random sample.

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13
Q

Central limit theorem

A

Sample distribution approaches normal as sample grows

Variance of distribution of sample means = variance / n

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14
Q

Standard error of sample mean

A

standard deviation / sqrt(N)

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15
Q

Level of significance

A

5% significance = 95% confidence

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16
Q

T distribution properties

A

One-tailed probabilities

Degrees of freedom = n - 1

17
Q

Normal, unknown variance, small or large sample

A

T-statistic

18
Q

Non-normal, regardless of var, small sample

A

Cannot use T or Z

19
Q

Normal, known variance, small or large

A

Z-statistic

20
Q

Non-normal, known var, large sample

A

Z-Statistic