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1. Three factories produce printers to supply the market. Factory A produces 25% of printers are produced in A, 45% of the printers are produced by factory B and 35% in factory C. 3% of the printers produced in factory A are defective, 2% of the printers produced in factory B are defective and 4% of the printers produced in factory C are defective. A printer is selected at random in the market and found to be defective, what is the probability that this bulb was produced by factory C?

1. Three factories produce printers to supply the market. Factory A produces 25% of printers are produced in A, 45% of the printers are produced by factory B and 35% in factory C. 3% of the printers produced in factory A are defective, 2% of the printers produced in factory B are defective and 4% of the printers produced in factory C are defective. A printer is selected at random in the market and found to be defective, what is the probability that this bulb was produced by factory C?

Linear Algebra: A Modern Introduction
Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter2: Systems Of Linear Equations
Section2.4: Applications
Problem 26EQ
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ANSWER ALL THE QUESTSIONS AND GIVE DETAILED STEPS FOR THE SOLUTION, WHEREEVER IT IS NECESSARY. 1. Three factories produce printers to supply the market. Factory A produces 25% of printers are produced in A, 45% of the printers are produced by factory B and 35% in factory C. 3% of the printers produced in factory A are defective, 2% of the printers produced in factory B are defective and 4% of the printers produced in factory C are defective. A printer is selected at random in the market and found to be defective, what is the probability that this bulb was produced by factory C? 2Find 4. Give a recursive definition for the set of all multiples of 7. 5. Find the recurrence relation for the number of n-bit binary strings that do not contain and contain atleast one bit over the set of alphabets .
Transcribed Image Text:ANSWER ALL THE QUESTSIONS AND GIVE DETAILED STEPS FOR THE SOLUTION, WHEREEVER IT IS NECESSARY. 1. Three factories produce printers to supply the market. Factory A produces 25% of printers are produced in A, 45% of the printers are produced by factory B and 35% in factory C. 3% of the printers produced in factory A are defective, 2% of the printers produced in factory B are defective and 4% of the printers produced in factory C are defective. A printer is selected at random in the market and found to be defective, what is the probability that this bulb was produced by factory C? 2Find 4. Give a recursive definition for the set of all multiples of 7. 5. Find the recurrence relation for the number of n-bit binary strings that do not contain and contain atleast one bit over the set of alphabets .
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