Last Updated: Jul 27, 2026
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| Section | Objectives |
|---|---|
| Topic 1: Failure Analysis and Corrective Action | - Failure mode and effects analysis (FMEA) - Root cause analysis and corrective actions |
| Topic 2: Maintainability and Availability | - Availability modeling and analysis - Maintainability engineering concepts |
| Topic 3: Design and Development | - Design for reliability - Tolerance analysis and robustness design |
| Topic 4: Reliability Engineering Principles | - System reliability evaluation - Reliability modeling and prediction |
| Topic 5: Reliability Management | - Risk management and decision analysis - Reliability program planning and management |
| Topic 6: Probability and Statistics | - Regression and data analysis methods - Probability distributions and statistical inference |
| Topic 7: Life Data Analysis and Testing | - Accelerated life testing - Weibull analysis and life data modeling |
1. FMEA의 가장 바람직한 결과는
응답:
A) 감지 횟수의 추정치입니다.
B) 권장 조치
C) 발생 횟수의 추정치.
D) 위험 우선 순위 번호
2. 위해 교정 유지 보수가 수행됩니다.
응답:
A) 상태 평가의 지시에 따라 고장 발생을 줄입니다.
B) 잠재적인 오류가 발생하기 전에 정기적인 일정으로 수정합니다.
C) 장애가 발생한 후 시스템을 허용 가능한 작업으로 복원합니다.
D) 예정된 다운타임 동안 시스템을 허용 가능한 작업으로 복원합니다.
3. 아래 주어진 헤드 이벤트 "H"에 대한 사고 확률은 다음과 같습니다.
응답:
A) 0.1100.
B) 0.0689.
C) 0.0700.
D) 0.1125.
4. 자동차가 95% 신뢰할 수 있다고 95% 이상 확신하기 위해 자동차에서 실패 없는 여행의 최소 횟수는 얼마입니까?
응답:
A) 58
B) 22
C) 45
D) 102
5. 아래 함수에는 X가 연속 확률 변수인 밀도 분포가 있습니다. X = 4.0일 확률은 얼마입니까?
응답:
A) 0.40
B) 0.20
C) 0.00
D) 0.30
Solutions:
| Question # 1 Answer: B | Question # 2 Answer: C | Question # 3 Answer: B | Question # 4 Answer: A | Question # 5 Answer: C |
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