Each square in the grid is 0.50 mx 0.50 m in dimensions Force F2025 N and a force H-1000MFind the moments of each force about the points A.B.C and D.
τ=r⋅F⋅sinα=d⋅F\tau=r\cdot F\cdot \sin\alpha=d\cdot Fτ=r⋅F⋅sinα=d⋅F . So,
τFA=1.118⋅2025=2264 (N⋅m)\tau_{FA}=1.118\cdot2025=2264\ (N\cdot m)τFA=1.118⋅2025=2264 (N⋅m)
τFB=0.2236⋅2025=453 (N⋅m)\tau_{FB}=0.2236\cdot2025=453\ (N\cdot m)τFB=0.2236⋅2025=453 (N⋅m)
τFC=2.01246⋅2025=4075 (N⋅m)\tau_{FC}=2.01246\cdot2025=4075\ (N\cdot m)τFC=2.01246⋅2025=4075 (N⋅m)
τFC=1.118⋅2025=2264 (N⋅m)\tau_{FC}=1.118\cdot2025=2264\ (N\cdot m)τFC=1.118⋅2025=2264 (N⋅m) .
Similarly
τHA=949 (N⋅m)\tau_{HA}=949\ (N\cdot m)τHA=949 (N⋅m)
τHB=1897 (N⋅m)\tau_{HB}=1897\ (N\cdot m)τHB=1897 (N⋅m)
τHC=1265 (N⋅m)\tau_{HC}=1265\ (N\cdot m)τHC=1265 (N⋅m)
τHD=1739 (N⋅m)\tau_{HD}=1739\ (N\cdot m)τHD=1739 (N⋅m)
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