By Fatskills Exam Guides Team — the exam nerds behind 28,500+ quizzes and 2.1M practice questions across 500+ global exams.
On-the-Job Study Guide for Apprentices & Journeymen
Load ratings and working load limits (WLL) tell you how much weight a sling, shackle, or rigging hardware can safely hold without failing. If you overload a sling or miscalculate the angle, you risk equipment failure, injury, or even fatalities. For example: - A 2-ton chain hoist is lifting a 3,000-lb HVAC unit at a 45° angle with two slings. If you don’t account for the angle, the slings could snap, dropping the unit. - A plumber rigging a 1,200-lb boiler with a 3/8" wire rope sling needs to confirm the sling’s WLL matches the load—otherwise, the sling could stretch or break mid-lift. - An electrician using a shackle to lift a 500-lb transformer must check the shackle’s rating and ensure the load is centered—off-center loads reduce capacity.
This guide covers how to calculate safe working loads, account for angles, and select the right rigging gear for the job.
Working Load Limit (WLL): The maximum safe weight a sling, shackle, or rigging component can handle under ideal conditions (straight pull, no angles, no shock loads). Example: A 1/2" wire rope sling has a WLL of 4,300 lbs—this is the absolute max it can lift safely in a straight vertical lift.
Breaking Strength (BS): The minimum force required to break the sling or hardware. WLL is always less than breaking strength (usually 1/5th for slings, 1/4th for shackles). Example: A 3/4" shackle with a breaking strength of 25,000 lbs has a WLL of 6,250 lbs (25,000 ÷ 4).
Safety Factor (SF): The ratio between breaking strength and WLL. Common safety factors:
Hoists & cranes: 3:1 to 5:1 (check manufacturer specs) Example: If a chain sling has a breaking strength of 10,000 lbs, its WLL is 2,000 lbs (10,000 ÷ 5).
Angle Factor (AF): When slings are used at an angle, the effective WLL decreases. The shallower the angle, the less capacity the sling has. Formula: AF = 1 ÷ sin(?) (? = angle between sling and horizontal) Example: A 60° angle has an AF of 1.15 (1 ÷ sin(60°)-1.15). If the sling’s WLL is 2,000 lbs, the effective WLL at 60° is 2,000 ÷ 1.15-1,740 lbs.
Effective WLL (at an angle): WLLeffective = WLL ÷ AF Example: A 1-ton (2,000-lb) sling at a 30° angle has an AF of 2 (1 ÷ sin(30°) = 2). So, 2,000 ÷ 2 = 1,000 lbs—half the original WLL!
Load Angle (?): The angle between the sling and the horizontal (not the vertical!). A 90° angle (straight up) is best (AF = 1). A 30° angle is worst (AF = 2). Example: If a sling is 60° from horizontal, the angle factor is 1.15 (not 2).
Basket Hitch vs. Choker Hitch:
Choker Hitch: Sling tightens around the load (good for irregular shapes). Reduces WLL by 20% (multiply WLL by 0.8). Example: A 2,000-lb sling in a basket hitch can lift 4,000 lbs (if load is balanced). The same sling in a choker hitch can only lift 1,600 lbs.
Shackle Load Rating: Shackles are rated for straight pull (pin-to-pin). Side loading (pulling at an angle) reduces capacity by 50%. Example: A 3/4" shackle with a 6,250-lb WLL can only handle 3,125 lbs if pulled at a 45° angle.
Sling Length & Load Distribution: If using two slings, the longer sling carries more weight. Always balance the load or calculate the worst-case sling. Example: Lifting a 2,000-lb load with two slings—one 6 ft long, the other 8 ft long. The 8-ft sling carries more weight (use the longer sling’s WLL for safety).
Shock Load: A sudden force (dropping, jerking, or snatching a load) can double or triple the stress on rigging. Never exceed WLL—even for a split second. Example: A 1,000-lb load dropped 1 ft can generate 10,000+ lbs of force—enough to break a 2-ton sling.
Scenario: You’re lifting a 1,500-lb HVAC unit with two 1/2" wire rope slings at a 45° angle. The slings have a WLL of 4,300 lbs each. Is this safe?
If no tag, assume the worst (or don’t use it—never guess).
Determine the angle factor (AF).
Shortcut: For common angles, memorize:
Calculate the effective WLL at the given angle.
4,300 lbs ÷ 1.41-3,050 lbs per sling
Check if the sling can handle the load.
750 lbs < 3,050 lbs-SAFE (but barely—better to use a 60° angle for more capacity).
Account for hitch type (if not straight pull).
Example: If using a choker hitch, 4,300 lbs × 0.8 = 3,440 lbs WLL.
Inspect the rigging for damage.
OSHA & ANSI Requirements: - OSHA 1926.251 requires all rigging equipment to be inspected before each use. - ANSI B30.9 (slings) and B30.26 (shackles) set safety factors (5:1 for slings, 4:1 or 5:1 for shackles). - Never exceed WLL—even for a short lift.
Field Tricks: - For quick angle checks: - 30° angle = sling is twice as long as the distance between lift points (e.g., 6 ft sling, 3 ft between points). - 45° angle = sling length = distance between lift points (e.g., 4 ft sling, 4 ft between points). - 60° angle = sling is 1.15× the distance between lift points. - If you don’t have a calculator: - Memorize these AFs: - 30°-2 - 45°-1.4 - 60°-1.15 - For uneven loads: - Always assume the worst-case sling (the one carrying the most weight). - If one sling is longer, it carries more load—check its WLL.
Code & Safety Tips: - Never stand under a load—even if it’s "safe." - Use a tagline to control swinging loads. - Never exceed 90° between slings in a basket hitch (can cause slippage). - For synthetic slings (nylon, polyester): - Avoid sharp edges (use edge protectors). - Never drag them on concrete (abrasion weakens fibers). - For wire rope slings: - Check for broken wires (more than 6 in one lay = discard). - Never splice a damaged sling—replace it.
Answer: No.
A 3/4" shackle has a breaking strength of 25,000 lbs. What is its WLL?
Answer: 6,250 lbs.
You’re using a choker hitch with a 2-ton (4,000-lb) synthetic sling. What is the maximum safe load?
Final Tip: When in doubt, go heavier. If a 2-ton sling is borderline, use a 3-ton sling—safety first!
Join 4M+ learners. Unlock unlimited quizzes, wrong-answer tracking, flashcards + reminders, study guides, and 1-on-1 challenges.