HAB P В µCG C HBC Three blocks are positioned on an incline of 0=17° as shown. A force of P is applied to Block C and a wire attaches Block A to the wall, preventing that block from moving. If the picture does not load, click here. The mass of Block A is ma=D35kg, the mass of Block B is mg=49kg, and the mass of Block C is mc-54kg. The coefficient of static friction between Block A and Block B is µAB=0.19, between Block B and Block C is HBc=0.28, and between Block C and the ground is µcG=0.37. Determine the maximum value of P before any slipping takes place. Write your answer for P in N units to 2 decimal places in the box below. Hint #1: Recall that the shear (tangential) force across a sliding surface can never exceed F = mu * N Hint #2: You will need to find a value for P based on the condition that one block slips AND a value for P based on the condition that multiple blocks slip. The final answer will be the lesser of the two values.

HAB P В µCG C HBC Three blocks are positioned on an incline of 0=17° as shown. A force of P is applied to Block C and a wire attaches Block A to the wall, preventing that block from moving. If the picture does not load, click here. The mass of Block A is ma=D35kg, the mass of Block B is mg=49kg, and the mass of Block C is mc-54kg. The coefficient of static friction between Block A and Block B is µAB=0.19, between Block B and Block C is HBc=0.28, and between Block C and the ground is µcG=0.37. Determine the maximum value of P before any slipping takes place. Write your answer for P in N units to 2 decimal places in the box below. Hint #1: Recall that the shear (tangential) force across a sliding surface can never exceed F = mu * N Hint #2: You will need to find a value for P based on the condition that one block slips AND a value for P based on the condition that multiple blocks slip. The final answer will be the lesser of the two values.

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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