In a manufacturing plant, machine A produces 20% of a certain product, machine B produces 30% of this product, and machine C produces 50% of this product. Six percent of machine A products are defective, 10% of machine B products are defective, and 7% of machine C products are defective. The company inspector has just sampled a product from this plant and has found it to be defective. Determine the revised probabilities that the sampled product was produced by machine A, machine B, or machine C. (Note: A = product produced on Machine A, B = product produces on Machine B, C = product produced on Machine C, D = defective product) (Round your answers to 4 decimal places, e.g. 0.7895.) P(A|D) = P(B | D) = P(C | D) =
In a manufacturing plant, machine A produces 20% of a certain product, machine B produces 30% of this product, and machine C produces 50% of this product. Six percent of machine A products are defective, 10% of machine B products are defective, and 7% of machine C products are defective. The company inspector has just sampled a product from this plant and has found it to be defective. Determine the revised probabilities that the sampled product was produced by machine A, machine B, or machine C. (Note: A = product produced on Machine A, B = product produces on Machine B, C = product produced on Machine C, D = defective product) (Round your answers to 4 decimal places, e.g. 0.7895.) P(A|D) = P(B | D) = P(C | D) =
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:In a manufacturing plant, machine A produces 20% of a certain product, machine B produces 30% of this product, and machine C
produces 50% of this product. Six percent of machine A products are defective, 10% of machine B products are defective, and 7% of
machine C products are defective. The company inspector has just sampled a product from this plant and has found it to be defective.
Determine the revised probabilities that the sampled product was produced by machine A, machine B, or machine C.
(Note: A = product produced on Machine A, B = product produces on Machine B, C = product produced on Machine C, D = defective
product)
(Round your answers to 4 decimal places, e.g. 0.7895.)
P(A | D) =
%3D
P(B | D) =
P(C | D) =
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