Question 1 A certain company in Otjiwarongo that trades motorcycles plans to have an auction next month. Of the motorcycles they have, 50% were manufactured at plant A, 37.5% from plant B and 12.5% were manufactured at plant C. The probabilities that the motorcycle manufactured at each of these plants is of substandard quality are 0.15, 0.35 and 0.40 respectively. If all the motorcycles are to be sold at the same price and you buy a motorcycle from this company at random, what is the probability that: 3.2.1. the motorcycle is of sub-standard quality 3.2.2. the motorcycle is from plant B given that it is of sub-standard quality 3.2.3. the motorcycle is from plant C given that it is not of sub-standard quality
Question 1 A certain company in Otjiwarongo that trades motorcycles plans to have an auction next month. Of the motorcycles they have, 50% were manufactured at plant A, 37.5% from plant B and 12.5% were manufactured at plant C. The probabilities that the motorcycle manufactured at each of these plants is of substandard quality are 0.15, 0.35 and 0.40 respectively. If all the motorcycles are to be sold at the same price and you buy a motorcycle from this company at random, what is the probability that: 3.2.1. the motorcycle is of sub-standard quality 3.2.2. the motorcycle is from plant B given that it is of sub-standard quality 3.2.3. the motorcycle is from plant C given that it is not of sub-standard quality
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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Question 1
A certain company in Otjiwarongo that trades motorcycles plans to have an
auction next month. Of the motorcycles they have, 50% were manufactured at
plant A, 37.5% from plant B and 12.5% were manufactured at plant C. The
probabilities that the motorcycle manufactured at each of these plants is of substandard quality are 0.15, 0.35 and 0.40 respectively. If all the motorcycles are
to be sold at the same price and you buy a motorcycle from this company at
random, what is the probability that:
3.2.1. the motorcycle is of sub-standard quality
3.2.2. the motorcycle is from plant B given that it is of sub-standard quality
3.2.3. the motorcycle is from plant C given that it is not of sub-standard quality
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