Exam #1: Biostatistics II Flashcards

1
Q

What is probability?

A
  • Measure of the likelihood that something can happen in the future
  • OR, a measure that something happened as a consequence of something else
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2
Q

What values can probability assume?

A

Values between 0 and 1

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3
Q

What does a value of 0 probability mean?

A

No chance

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4
Q

What does a value of 1 mean in probability?

A

Absolute certainty

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5
Q

What is the definition of “p,” probability?

A

times outcome occurs/ Total # of possible outcomes

*****Note that this is only used for outcomes that are random/ uncertain, not fixed or certain.

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6
Q

Write the equation for probability. What are the two steps to compute probability?

A

1) Find sample space
2) Find f(x)

p= f(x)/sample space

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7
Q

Answer examples 1 & 2 from the ppt presentation.

A

N/A

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8
Q

What are the definitions of an event?

A

1) An occurrence

2) One or more outcomes of an experiment

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9
Q

What is the definition of an experiment?

A

The act of observing or taking a measurement

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10
Q

What is the definition of an outcome?

A

The result of a measurement

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11
Q

In probability, how are events represented?

A

Uppercase letters i.e. A, B, C…etc.

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12
Q

What are compound events called?

A

Operations

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13
Q

What are the three types of operations?

A

1) Intersection= “and” operation
2) Union= “or” operation
3) Complement= “not” operation

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14
Q

What are disjointed events?

A

Two events that cannot occur simultaneously

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15
Q

What is the additive law in regards to disjointed events?

A

The probability that both events will occur is equal to the sum of the probabilities of the individual events

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16
Q

What is an alternative name for the additive rule?

A

Special rule of addition

17
Q

Does the special rule of addition apply if two events are joint?

A

NO

18
Q

What rule is used when two events are joined?

A

General rule of addition

19
Q

What is the general rule of addition?

A

pA + pB - (pA + pB)

20
Q

Answer 1-5 of the “thinking challenge” from the ppt.

A

N/A

21
Q

What is the general rule of multiplication?

A
  • If A has happened
  • The probability that A and B will occur is:
  • pA x pB/A
22
Q

Answer the second set of “thinking challenge questions” from the ppt.

A

N/A

23
Q

What is the special rule of multiplication?

A

This is the rule of multiplication to use when 2x events are INDEPENDENT

= pA x pB

24
Q

Answer the example using the special rule of multiplication from the ppt.

A

N/A

25
Q

Write Bayes’ Theorem.

A

N/A

26
Q

What is the prior probability?

A

P (A) in the right hand of Bayes’ Theorem

27
Q

What is the posterior probability?

A

P(B/A) on the left of Bayes’ Theorem