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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- Determine the magnitude of the resultant force (in N) of the coplanar force system shown in the figure below where the horizontal force P = 222 N and the couple M = 610 Nm. M N m A 150 N 300 mm -250 mm- P N 400 mm 90 N Answer: Determine the angle (in degrees) that the resultant makes with the positive x-axis, which is in the same direction as the horizontal force P. Answer: If the resultant force calculated in Q8 is placed at A, determine the magnitude of the couple created in Nm. Answer: Determine the distance from A (in m) at which this resultant should be placed so that the system is replaced entirely by a single force. Answer: If the resultant force calculated in Q8 is placed at O, determine the magnitude of the couple created in Nm. AnSwer. Determine the distance from O (in m) at which this resultant should be placed so that the system is replaced entirely by a single force. Answer:Q1/From the figure below, determine the magnitude and direction of resultant forces and resultant moments at point A. Draw the free body diagram and also determine the magnitude of reaction force at pin A and normal reaction force at roller B. 2 kN/m D 3 m O 6 kN • m B E -1.5 m 1.5 m 3 4 5 5 kNQ1/From the figure below, determine the magnitude and direction of resultant forces and resultant moments at point A. Draw the free body diagram and also determine the magnitude of reaction force at pin B and normal reaction force at roller A. 40 N 3 m- 30 N B 3 m- 200 N·m 50 N
- НОМE WORK 3 Determine the resultant force at A. for the figure below Hint : 1- Find the position of all points A,B.C (x, y., z) 2. Find Fas und FAC 3. Find Tanl and Iracl 4. Find FAg = F UA and Fac = F UAC 5- Finally find R and a, B.y 3m Fc= 500N FB= 500N 3m 5m 3m B 2m 4m 5mDetermine the magnitude of the resultant force (in N) of the coplanar force system shown in the figure below where the horizontal force P = 228 N and the couple M = 615 Nm. M N m A 150 N 300 mm -250 mm P N 400 mm 90 NThe line of action of the 3110-lb force runs through the points A and B as shown in the figure. Determine the x and y scalar components of F. A (-7, -2) Answers: Fx- Fy- y, m B (8,4) F = 3110 lb -x, m lb lb
- Find the magnitude and direction of the resultant force for the system of forces shown in the figure. Where F, -30 N, F2 =5N, F3 =30 N, F4 30N, Fs = 30N & F6 - 70N. The angles e, =15, e; =35, 04 = 20°, e, = 25• (Enter only the values in the boxes by referring the units given in bracket) F2 F6 Fs (1) The horizontal component EH of the given system is (unit is in N) (2) The vertical component EV 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") =Situation 1- For the forces shown in the Figure AP-4.1: 1. Determine the X-component of P= 300 N A the resultant force in Newtons. Answer: 185.12 N 2. Determine the Y-component of the resultant force in Newtons. Answer: 117.37 N 3. Determine the moment about point O due to forces, in N-m. Answer: 107.87 N-m 0.2 m BI R= 100 N Q = 150 N 0.2 m Figure AP-4.1Find 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 is
- Find the internal force systems acting on sections 1 and 2.Find the magnitude and direction of the resultant force for the system of forces shown in the figure, Where F. =30 N, F2 =35N, F,=20 N, F4 =15N, Fs= 50N & F =10N. The angles e2 =25°, 0g =25° , 04 = 40°, 0, = 45 ° F2 F3 F4 F1 AF6 Fs (1) The horizontal component 2H of the given system (unit is in N) = - (2) The Vertical component V of the given system (unit is in N) =- (3) The resultant of the given force system is (unit in N) = . (4) The direction of Resultant is (degrees) =_How do you calculate the force on the cables using vectors? I tried using geometry and it didn't work. You have to solve it using moment.