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A 1.6-m-long cantilever beam supports a concentrated load of P = 7.2 kN. The beam is made of a rectangular timber having a width of 120 mm and a depth of 280 mm. Calculate the shear stress due to the applied load at a point located d = 131 mm below the top surface of the beam. P d 280 mm A 1.6 m 120 mm O 258 kPa O 230 kPa O 303 kPa O 320 kPa O 433 kPa

A 1.6-m-long cantilever beam supports a concentrated load of P = 7.2 kN. The beam is made of a rectangular timber having a width of 120 mm and a depth of 280 mm. Calculate the shear stress due to the applied load at a point located d = 131 mm below the top surface of the beam. P d 280 mm A 1.6 m 120 mm O 258 kPa O 230 kPa O 303 kPa O 320 kPa O 433 kPa

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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A 1.6-m-long cantilever beam supports a concentrated load of P = 7.2 kN. The beam is made of a rectangular timber having a width of 120 mm and a depth of 280 mm. Calculate the shear stress due to the applied load at a point located d = 131 mm below the top surface of the beam. 280 mm A B 1.6 m 120 mm O 258 kPa O 230 kPa О 303 КРa О 320 kPa О 433 КPa
Transcribed Image Text:A 1.6-m-long cantilever beam supports a concentrated load of P = 7.2 kN. The beam is made of a rectangular timber having a width of 120 mm and a depth of 280 mm. Calculate the shear stress due to the applied load at a point located d = 131 mm below the top surface of the beam. 280 mm A B 1.6 m 120 mm O 258 kPa O 230 kPa О 303 КРa О 320 kPa О 433 КPa
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