READING 4 PROBABILITY TREES AND CONDITIONAL EXPECTATIONS Flashcards

1
Q

The …. of a random variable is the weighted average of the possible outcomes for the variable

A

Expected value

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2
Q

The probability distribution of earnings per share (EPS) for Ron’s Stores is given in the following figure. Calculate the expected EPS.

Probability EPS
10% 1.80
20% 1.60
40% 1.20
30% 1.00

A

E(EPS)= 0.10(1.80) + 0.20(1.60) + 0.40(1.20) + 0.30(1.00) = 1.28

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3
Q

Measure the dispersion of a random variable around its expected value, sometimes referred to as the volatility of a random variable

A

Standard deviation and Variance

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4
Q

(from a probability model) can be calculated as the probability-weighted sum of the squared deviations from the mean (or expected value)

A

Variance

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5
Q

The positive square root of the variance

A

Standard deviation

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6
Q

Expected values or expected returns can be calculated using

A

Conditional probabilities

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7
Q

Is used to show the probabilities of various outcomes

A

Probability tree

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8
Q

True or false

Conditional expected values are contingent on the outcome of some other event

A

true

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9
Q

Used to update a given set of prior probabilities for a given event in response to the arrival of new information

A

Bayes formula

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10
Q
A
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