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Crane Operator Certification Exam Prep · Question

A two-leg bridle sling is used to lift a 2000 kg load. The angle between each sling leg and the vertical is measured at 45 degrees. What is the approximate tension in each sling leg?

To find the tension in each leg, use the formula T = (Load Weight) / (Number of Legs * cos(Angle from Vertical)). Here, T = 2000 kg / (2 * cos(45°)) = 2000 kg /

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Question: A two-leg bridle sling is used to lift a 2000 kg load. The angle between each sling leg and the vertical is measured at 45 degrees. What is the approximate tension in each sling leg?

Answer options: ✅ 1414 kg

  • 1000 kg
  • 2000 kg
  • 707 kg

Correct answer: 1414 kg

Explanation: To find the tension in each leg, use the formula T = (Load Weight) / (Number of Legs * cos(Angle from Vertical)). Here, T = 2000 kg / (2 * cos(45°)) = 2000 kg / (2 * 0.707) = 2000 kg / 1.414 = 1414 kg per leg. A distractor like 1000 kg incorrectly assumes tension is simply half the load without considering the angle.

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