City Guilds Model Questions Vol1 2020 Engineering Question 49

Practice objective / multiple choice question 49 from the 2020 City Guilds Model Questions Vol1 Engineering examination.

City Guilds Model Questions Vol1 2020 Engineering Objective / Multiple Choice Hard Difficulty
Question 49 CITY_GUILDS_MODEL_QUESTIONS_VOL1 • 2020 • ENGINEERING • objective

A reliability system consists of three subsystems arranged in series: Subsystem A, Subsystem B and Subsystem C. Subsystem A contains two identical components in parallel, each with an availability of 0.92. Subsystem B is a single component with an availability of 0.95. Subsystem C contains three identical components in series, each currently having an availability of 0.98. (a) Compute the overall system availability. (b) If the target overall availability is 0.90, determine the minimum increase (to three decimal places) required in the availability of each component of Subsystem C (assuming all three are increased by the same amount) to meet the target, while keeping the availabilities of Subsystems A and B unchanged.

Answer Options

A. Overall availability ≈ 0.885; each component in Subsystem C must be increased to 0.990 (increase of 0.010)
Correct Answer B. Overall availability ≈ 0.888; each component in Subsystem C must be increased to 0.985 (increase of 0.005)
C. Overall availability ≈ 0.892; each component in Subsystem C must be increased to 0.987 (increase of 0.007)
D. Overall availability ≈ 0.880; each component in Subsystem C must be increased to 0.983 (increase of 0.003)
Correct Answer
B
Correct Option:
Overall availability ≈ 0.888; each component in Subsystem C must be increased to 0.985 (increase of 0.005)

About This Question

This is City Guilds Model Questions Vol1 2020 Engineering Question 49. It is one of the objective questions from the 2020 City Guilds Model Questions Vol1 Engineering examination.

Difficulty level: Hard .

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