Find the reactions at the supports. Write the magnitude of the force at the roller here (in kN). A positive number indicates an upward force 500 kN·m and negative number indicates a downward force. 4-151 6 kN/m 4.5 m 7.5 m 15 kN
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- Find the magnitude and direction of the resultant for system of forces shown in the figure. Take F1= 40 kN, F2 = 55 kN, F3 =45 KN, F4 = 15 kN, 3 = 45° and 94 = 40° F3 F24 "L 03 e4 F₁ (NOTE: ENTER ONLY THE VALUES BY REFERRING TO THE UNITS GIVEN IN THE BRACKET) F4 The summation of horizontal component in KN is The summation of vertical component in (kN) is The magnitude of Resultant in (kN) is The direction of Resultant in degrees isIn the figure, the forces F₁ = 40 N, F₂ = 100 N, and F3 = 87N, i- Determine the sum of the moments of the forces about point A. ii- Determine the smallest force at D that create the same moment about A. Use the last two digits of your ID number for force F3 = 87N F₁ A T 3 m C 45° F₂ 5 m 30° F₂ D BFind the internal force systems acting on sections 1 and 2.
- The force F = {-6i + 3j + 18 k} N is applied to the block shown in (Figure 1). Figure X -3 m D B 1.5 m G 3m F 1 of 1 > Part A Determine the moment of the force F about the diagonal AF of the rectangular block. Express your answers in newton-meters to three significant figure. Enter the x, y, and z components of the moment separated by commas. (MAF)z. (MAF)y, (MAF) z = Submit VE ΑΣΦ Provide Feedback Previous Answers Request Answer ↓↑ vec X Incorrect; Try Again; One attempt remaining ? N.m Next >As shown in the image below, the rigid member ACB (with negligible thickness) is subjected to three forces. The forces are F1=340N, F2=360N, and F3=170N, an the angles Alpha=34 degrees and Beta=57 degrees. Replace these forces by a single resultant force, then determine the distance x(in m) where its line of action intersects segment AC, measured from point A. Answer must include 2 places after the decimal point.Q2
- 0.925 m 0.35 m 0.5 m 0.875 m 0.5 m H D 0.75 m 0.75 m Calculate the magnitude of the moment M about theon the frame by the portion BG of the cable. Tension in the cable is known to be 450 N. DO NOT ROUND UNTIL THE VERY END SO THAT YOU DO NOT INTRODUCE A LOT OF ROUNDING ERRORS. After your determine the magnitude of the moment ( determine the direction (clockwise or counterclockwise)Answer questions 4-6:1.500 N/m 0750m 1.500m 275 AN 2.25 1.500m Refer to the diagram. ACD is a rigid member. Determine the magnitude of the reaction at the pint C, = kN. Determine the magnitude of the x-component of the reaction at A, Ax = N. Determine the magnitude of the y-component of the reaction at A. Ay = kN. Determine the magnitude of the resultant of the reaction at A, FA= kN.
- 2-38. The three forces are applied to the bracket. Determine the range of values for the magnitude of force P so that the resultant of the three forces does not exceed 2400 N. Problem 2-38 800 N 3000 N 90% 60° X DFind the magnitude and direction of the resultant force for the system of forces shown in the figure. Where F1 =10 N, F2 =35N, F3 =20 N, F4 =10N, Fs = 50ON & F6 =40N. The angles e =15°, e3 =30°, 84 = 20°, eg = 25 • (Enter only the values in the boxes by referring the units given in bracket) F2 F1 AF6 Fa Fs (1) The horizontal component 2H of the given system is (unit is in N) = (2) The vertical component 2V of the given system is (unit is in N) = (3) The resultant of the given force system is (unit in N) = (4) The direction of Resultant is (in °) =Use the method of sections to find the true magnitude and direction of the force in member AB of the truss Fig 3.4

