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1. A block of wood having a volume of 0.034m3 and weighing 300N is suspended in water as shown. A wooden rod of length 3.4m and cross - section of 200mm2 is attached to the weight and also to the wall. If the rod weighs 16N, determine the angle "a" for equilibrium. Ans. a = 10.5°

1. A block of wood having a volume of 0.034m3 and weighing 300N is suspended in water as shown. A wooden rod of length 3.4m and cross - section of 200mm2 is attached to the weight and also to the wall. If the rod weighs 16N, determine the angle "a" for equilibrium. Ans. a = 10.5°

Structural Analysis
Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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1. A block of wood having a volume of 0.034m3 and weighing 300N is suspended in water as shown. A wooden rod of length 3.4m and cross – section of 200mm2 is attached to the weight and also to the wall. If the rod weighs 16N, determine the angle “a" for equilibrium. Ans. a = 10.50 0.31 m 300 N
Transcribed Image Text:1. A block of wood having a volume of 0.034m3 and weighing 300N is suspended in water as shown. A wooden rod of length 3.4m and cross – section of 200mm2 is attached to the weight and also to the wall. If the rod weighs 16N, determine the angle “a" for equilibrium. Ans. a = 10.50 0.31 m 300 N
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