3. Explain whether or not the binomial distribution can be applied to the problem of rolling a "six (6)" on a (single) die. 4. Explain whether or not the binomial distribution can be applied to the problem of rolling a "sum of six (6)" on 2 dice. 5. The probability and statistics exam for an applicant at an insurance company contains 100 multiple choice questions. Assume that each question includes 4 choices: A, B, C, D. If an applicant randomly guesses all 100 answers, what is the probability that s/he would score 75 points?
3. Explain whether or not the binomial distribution can be applied to the problem of rolling a "six (6)" on a (single) die. 4. Explain whether or not the binomial distribution can be applied to the problem of rolling a "sum of six (6)" on 2 dice. 5. The probability and statistics exam for an applicant at an insurance company contains 100 multiple choice questions. Assume that each question includes 4 choices: A, B, C, D. If an applicant randomly guesses all 100 answers, what is the probability that s/he would score 75 points?
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:3. Explain whether or not the binomial
distribution can be applied to the problem
of rolling a “six (6)" on a (single) die.
4. Explain whether or not the binomial
distribution can be applied to the problem
of rolling a “sum of six (6)" on 2 dice.
5. The probability and statistics exam for an
applicant at an insurance company
contains 100 multiple choice questions.
Assume that each question includes 4
choices: A, B, C, D. If an applicant
randomly guesses all 100 answers, what is
the probability that s/he would score 75
points?
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