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- As shown, a member is fixed at the origin, point O, and has two applied forces, F1 and F2 , applied at the free end, point B. (Figure 3) The forces are given by F1=115 N i−150 N j+65 N k and F2 has magnitude 185 N and direction angles \alpha =142.0∘ , \beta =70.0∘ , and \gamma =59.2∘ . The dimensions are x1 = 1.40 m , y1 = 1.85 m , and z1 = 1.10 m . What is the moment about the origin due to the applied forces? Express the individual components of the Cartesian vector to three significant figures, separated by commas.Force F = - 4.4Ni + 6.4Nj acts on a small rock with a position vector r = 3.1mi + 8.5m j relative to the origin. In unit vector notation, what is the resulting torque on the rock about the point ( 2.4,4.7,9.9)m^ prime ?A member is loaded with force system as shown in figure. Find the Moment about A , B, C, D and E Where F1= 70 N, F2 =55 N, F3 =10 N, F4 =20 N, F5 =45 N, AB =110 m, Point C is in the mid of AE, CD = 35m, AE =90 m. the angle ϴ =45 (Enter only the values in the boxes provided) iv) The moment about the point 'D' (unit in Nm) , MD = (v) The moment about the point 'E'(unit in Nm) , ME =
- A member is loaded with force system as shown in figure. Find the Moment about A , B, C, D and E Where F1= 70 N, F2 =55 N, F3 =10 N, F4 =20 N, F5 =45 N, AB =110 m, Point C is in the mid of AE, CD = 35m, AE =90 m. the angle ϴ =45 (Enter only the values in the boxes provided) (i)The moment about the point 'A' (unit in Nm), MA = (ii) The moment about the point 'B' (unit in Nm) ,MB = (iii) The moment about the point 'C' (unit in Nm), MC =Three coplanar forces act on an object P, as illustrated in the Figure, F1=57 with an angle of 1°, F2=2, F3=76. Calculate the force, F4=?. necessary to prevent P from moving.Find the resultant system of converging forces in the figure below
- The system of converging forces is shown in the figure belowIn the given figure below, a tube was supported at A and E by with a ball and socket and a wire at D connected to F. Determine the following given the Force F is equal to 656.46 N. X_b : 218.078 mm X_c : 451.531 mm Y_a : 215.719 mm Z_e : 163.433 mm Z_f : 463.933 mm 1. Determine the x, y and z-component of Vector DF 2. Determine the moment experienced by the system assuming that there is no wire support 3. Determine the x, y and z-component of the moment experienced by the system assuming that there is no wire support 4. Determine the Tension experienced by wire DF 5. Determine the x, y and z-component of the Tension experienced by wire DF.A member is loaded with force system as shown in figure. Find the Moment about A, B ,C, D and E Where F1= 80 N, F2 =40 N, F3 =30 N, F4 =45 N, F5 =20 N, AB =140 m, Point C is in the mid of AE , CD = 35m, AE =110 m. the angle ϴ =25 i)The moment about the point 'A' (in Nm) MA = (ii) The moment about the point 'B' ( in Nm) MB = (iii) The moment about the point 'C' ( in Nm) MC = (iv) The moment about the point 'D' ( in Nm) MD = (v) The moment about the point 'E' ( in Nm) ME =
- A member is loaded with force system as shown in figure. Find the Moment about A, B ,C, D and E Where F1= 50 N, F2 =30 N, F3 =20 N, F4 =25 N, F5 =35 N, AB =140 m, Point C is in the mid of AE , CD = 45m, AE =90 m. the angle ϴ =55degree (i) The moment about the point 'B' ( in Nm) MB = (ii) The moment about the point 'D' ( in Nm) MD = (iii) The moment about the point 'E' ( in Nm) ME =The L-frame in figure below supports forces from two cables. Cable “EAD”passes through a frictionless ring at point “A”, and cable “OCG” passes through africtionless ring at point “C”. The force in cable “EAD” is 800 lb and the force incable “OCG” is 400 lb. For the cable forces applied at points “A” and “C”, using thevector approach determine:a) the moment about point “B”,b) the moment about point “A”, andc) the moment about point “O”.Given the image below, what is the moment of force P about point C