Open top steel box weight problem: four oak timbers that measure 8 inches by 8 inches by 9 feet weigh approximately how much?

Master the XD03.13 Industrial Rigging and Signaling Exam with flashcards and multiple choice questions. Each question includes hints and explanations. Prepare effectively for your exam!

Multiple Choice

Open top steel box weight problem: four oak timbers that measure 8 inches by 8 inches by 9 feet weigh approximately how much?

Explanation:
Weight is found by multiplying the timber’s volume by the wood’s unit weight. Each timber has a cross-section of 8 in by 8 in, giving 64 square inches of area. With a length of 9 feet (108 inches), the volume per timber is 64 × 108 = 6,912 cubic inches. For four timbers, total volume is 27,648 cubic inches, which equals 16 cubic feet (since 27,648 ÷ 1,728 = 16). Oak typically has a unit weight around 60–62 pounds per cubic foot; using 62 lb/ft^3 gives 16 × 62 = 992 pounds. So the approximate weight is about 992 pounds. If you used a slightly different oak density you’d land in a nearby range (roughly 960–1,040), but 992 pounds is the closest estimate.

Weight is found by multiplying the timber’s volume by the wood’s unit weight. Each timber has a cross-section of 8 in by 8 in, giving 64 square inches of area. With a length of 9 feet (108 inches), the volume per timber is 64 × 108 = 6,912 cubic inches. For four timbers, total volume is 27,648 cubic inches, which equals 16 cubic feet (since 27,648 ÷ 1,728 = 16). Oak typically has a unit weight around 60–62 pounds per cubic foot; using 62 lb/ft^3 gives 16 × 62 = 992 pounds. So the approximate weight is about 992 pounds. If you used a slightly different oak density you’d land in a nearby range (roughly 960–1,040), but 992 pounds is the closest estimate.

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