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PUBH 6002 Biostatistics EXAM QUESTIONS WITH COMPLETE SOLUTIONS $13.49   Add to cart

Exam (elaborations)

PUBH 6002 Biostatistics EXAM QUESTIONS WITH COMPLETE SOLUTIONS

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  • PUBH 6002 Biostatistics
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  • PUBH 6002 Biostatistics

PUBH 6002 Biostatistics EXAM QUESTIONS WITH COMPLETE SOLUTIONS

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  • November 2, 2024
  • 7
  • 2024/2025
  • Exam (elaborations)
  • Questions & answers
  • PUBH 6002 Biostatistics
  • PUBH 6002 Biostatistics
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Lectphilip
intersection - correct answer -the probability both A & B occur together



union - correct answer -the probability of A occurring, B occurring, or both A & B
occurring



Probability - correct answer -likelihood that a particular event will occur

A/N

where A = frequency N= observation

must be between 0 and 1



mean - correct answer -average



median - correct answer -middle # of set



mode - correct answer -most common #



range - correct answer -difference between the highest and lowest scores



Can A and B be both mutually exclusive and independent? - correct answer -If A and
B are nontrivial events, then they cannot be both mutually exclusive and
independent. Being mutually exclusive is a lack of independence.

(their probabilities do not =0 )



population - correct answer -complete collection of all elements to be studied



event - correct answer -any result or outcome of interest

can occur or not occur



frequency - correct answer -number of times an event occurs

, observations - correct answer -number of times it is possible for an event to occur



probability - correct answer -likelihood that a particular event will occur

expressed as a ratio of frequency to observations

frequency is always less than observations



P(A) - correct answer -probability of event occurring



mutually exclusive - correct answer -two events that cannot occur at the same time

always = 0

(separate)



not mutually exclusive - correct answer -P(A or B) = P(A) + P(B) - P(A and B)

Events that can occur at the same time

(overlap)



Addition Rule of Probability - correct answer -P(A or B) = P(A) + P(B) - P(A and B)

or

(A+B)/N = A/N + B/N



(1) used to determine the probability that at least one of two events will occur



complementary events (notation A^-) - correct answer -Two or more mutually
exclusive events that together cover all possible outcomes. The sum of the
probabilities of complementary events is 1.



must be:

mutually exclusive

collectively exhaustive

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