4. Determine the support reactions at point A and B. A 100 lb/ft 300 lb B 4' — 4' → 2' 2'
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- 4. Determine the reactions at points of contact A, B, and C needed to support the force of 800 N. Neglect the thickness of the smooth pipe in the calculation. A 0.26 m 30 0.5 m 0.5m 30 0.15 m 800 Na) As shown in the image given, a 69-kg crate is supported at equilibrium. The angles alpha=112 degrees. beta=145 degrees and the V =64.3 degrees. The coordinates of point D are (-2.2, 5.6, 3.2)m, and the spring constant k=1170N/m. Determine the stretch in the spring, in m which must be rounded to 3 places after the decimal point. Take g=9.81m/s^2. b) As shown in the image given, a 63-kg crate is supported at equilibrium. The angles alpha=112 degrees. beta=145 degrees and the V =64.3 degrees. The coordinates of point D are (-2.4, 5.5, 3.7)m. Determine the tension force in cable AC, in N. Take g=9.81m/s^2. c) As shown in the image given, a 64-kg crate is supported at equilibrium. The angles alpha=112 degrees. beta=145 degrees and the V =64.3 degrees. The coordinates of point D are (-2.2, 5.4, 3.2)m. Determine the tension force in cable AD, in N. Take g=9.81m/s^2.please help. Thank you!
- 700 Ib/ft 05. Determine the reaction 20 ft components at the supports A and B for the structure 500 lb/ft shown at the right. 30 ft 48 ft 48 ft3-In the third part of the experiment, the equilibrium can be realized when the forces are generated by. several masses as F = mg. In this case, the first force makes an angle with the negative horizontal axis as well as the third force as shown in the following figure. Three different measurements of the angles and the masses are given in the following table. Using the equilibrium state, find the components of the forces for each measurement. سلام B 0 17° 34° 26° 55° 35° 49° m₁ (g) m2 (g) m3 (g) 21.401 24.488 21.053 30.642 47.778 54.658 42.522 54.568 64.9873
- Problem 3: If the springs shown each have an unstretched length of 48 inches, determine the angle for equlibrium with the 10- lb lamp fixture. 4 ft www. k = 5 lb/ft 4 ft 0 wwwww k = 5 lb/ftThe pulley system below is in static equilibrium, where load W3 is 730 N, angle α = 50O and angle θ = 30O. Determine the value of loads W1 and W2, then calculate the ratio of (W1/W2). Give your answer as a ratio of (W1/W2) to two decimal places.If lengths a=5.9 m, b=2.3 m, c=3.4, and d=2.1, determine the angle (in degree) between the forces FB and FC. your answer must include 1 place after the decimal point.
- For the beam shown w = 10 lb/ft, and M = 310 ft-lb. Determine the reactions at A and B. Enter the reaction at B below in lb to the nearest lb. Enter a positive number if the reaction is up and a negative number if the reaction is down. A W 20 ft B 10 ft M CQ5- Find w2 and angle a in a way to have a resultant force of zero at point o. w2 110 N 40% W1 =250N1b. IF x=2.1m and z=1.8m, determine the j component of the unit vector u_AD. Answer must include 3 places after the decimal point. 1c. If x=2m and z=1.5m, find out the correct equilibrium equation (Newton's 1st law) for the force components along the y axis. T_B is the tension force in cable AB, T_C is the tension force in cable AC, and T_D is the tension in cable AD. 1d.If x=2.1m and z=1.5m, and the mass of the flower por is m=34kg, determine the tension force T_B in cable AB. Answer mus include 1 place after the decimal point and the proper unit. Take g=9.81 m/s^2