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Dot Product To use the dot product to find the components of forces acting in arbitrary directions. A three-legged structure is shown below. It is attached to the ground at points B (4.92, 0, 0) and (-4.92, 0, 0) and connected to the ceiling at point A = (-5.42 3.46 4.76) The three legs connect at point D- (0,2.62, 4.00), where two forces, F and P, act. Force F is given by F 5.00 i 12.0j +24.8 k N; P has magnitude 45.0 N and direction angles α 129.5°, β = 86.0°, and γ = 39.8 for the x, y, and z axes, respectively. Figure 1 of 1>

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DC0,2-6 2. 4 00) AC 5.42,3.46,4.16 veter adarABA1 A +0-8110-7G 542 0.84 o-76 S 54 -542个40.841+0.76 S.54 f1-(5.001-12.00 )+24.

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