Machines A, B and C produce phone stands. Machine A produces 40% of the stands. Machine B produces 50% of the stands. Machine C produces 10% of the stands. Five percent of machine A stands are defective, 12% of machine B stands are defective, and 8% of machine C stands are defective. The company inspector has just sampled a stand. What is the probability that this stand is defective? O 0.054 O 0.088 O 0.073 0.093

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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STATISTICS AND PROBABILITY (UPVOTE WILL BE GIVEN. PLEASE WRITE THE COMPLE SOLUTIONS LEGIBLY. NO LONG EXPLANATION NEEDED.)
Machines A, B and C produce phone stands.
Machine A produces 40% of the stands.
Machine B produces 50% of the stands.
Machine C produces 10% of the stands.
Five percent of machine A stands are defective, 12% of machine B stands are defective, and 8%
of machine C stands are defective. The company inspector has just sampled a stand. What is the
probability that this stand is defective?
O 0.054
O 0.088
O 0.073
O 0.093
Transcribed Image Text:Machines A, B and C produce phone stands. Machine A produces 40% of the stands. Machine B produces 50% of the stands. Machine C produces 10% of the stands. Five percent of machine A stands are defective, 12% of machine B stands are defective, and 8% of machine C stands are defective. The company inspector has just sampled a stand. What is the probability that this stand is defective? O 0.054 O 0.088 O 0.073 O 0.093
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