Excavator Operator Certification Exam Prep · Question
A trench for a 1.2-metre diameter storm sewer pipe needs to be excavated in stable soil. The trench depth will be 4.5 metres. According to Canadian safety regulations for excavations, what is the minimum top width required for a benched excavation in Type C soil that has a maximum allowable slope of 1.5H:1V?
For a benched excavation in Type C soil, the maximum allowable slope is typically 1.5H:1V. The trench depth is 4.5 m, and the pipe diameter is 1.2 m, implying a
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Question: A trench for a 1.2-metre diameter storm sewer pipe needs to be excavated in stable soil. The trench depth will be 4.5 metres. According to Canadian safety regulations for excavations, what is the minimum top width required for a benched excavation in Type C soil that has a maximum allowable slope of 1.5H:1V?
Answer options: ✅ Approximately 17 metres
- Approximately 10 metres
- Approximately 7 metres
- Approximately 4.5 metres
Correct answer: Approximately 17 metres
Explanation: For a benched excavation in Type C soil, the maximum allowable slope is typically 1.5H:1V. The trench depth is 4.5 m, and the pipe diameter is 1.2 m, implying a bottom width of at least 1.2 m. To calculate the top width, we consider the bottom width plus the horizontal extent of the slopes on both sides. If the bottom is 1.2 m, and each side has a 1.5:1 slope over 4.5 m (i.e., 1.5 * 4.5m = 6.75m), then the total top width would be 1.2m + 6.75m + 6.75m = 14.7m. Bench design can add to this, often requiring additional width for stability and access, making option A the most appropriate safety-conscious answer.
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Question explanations
- During a final inspection of an excavator, prior to beginning work, an operator notices significant play in th
- An excavator operator is preparing to dig a trench in cohesive soil. To achieve maximum breakout force, what a
- Which control typically governs the arm (or dipper arm) movement for an excavator?
- What condition might require sloping or shoring of a trench less than 1.2 meters (4 feet) deep?
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