A student in a History class blindly guesses his answers on the final exam which consists of 3. twenty multiple choice questions with five answers. Answers from the questions do not rely on any other answers. a) State four conditions to be binomial probability distribution mentioned in the lecture. b) Explain in detail why this is a binomial distribution problem using part a). Find the mean. probability c)
A student in a History class blindly guesses his answers on the final exam which consists of 3. twenty multiple choice questions with five answers. Answers from the questions do not rely on any other answers. a) State four conditions to be binomial probability distribution mentioned in the lecture. b) Explain in detail why this is a binomial distribution problem using part a). Find the mean. probability c)
MATLAB: An Introduction with Applications
6th Edition
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Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
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Question

Transcribed Image Text:A student in a History
class blindly guesses his answers on
the final exam which consists of
13.
twenty multiple choice questions
with five answers. Answers from the
questions do not rely on any other
answers.
a)
State four conditions to be
binomial
probability
distribution mentioned in the
lecture.
Explain in detail why this is a
binomial
distribution problem using
part a).
Find the mean.
b)
probability
c)
d)
e)
Find the standard deviation.
Find the probability that he
passed the final. Remember
passing means obtaining at
least fourteen
correct out of twenty.
questions
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