Represent each force as a Cartesian vector. 2 m 2 m E B FE = 350 N 3 m Fc = 400 N Fв 3D 400 N 2 m y 3 m Your answer
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- Verify if my answers are correct:R=6kNd=1.875 mHence the resultant force will act at 1.875m away from point A.Example 2 - Home work Determine the moment produced by force Fabout segment AB of the pipe assembly . Express the result as a Cartesian vector . F = 1-201 + 10 + 15kN 4 m 4 mthe horizontal and vertical components of several forces are: (a) Ph = -200lb and Pv = 100lb : (b) Fh = 300lb and Fv = -200lb . determine each force and its angle with respect to the hozirontal (x-axis)
- 18 - Exspress the resultant force of the three forces as a vector form. Which following one is TRUE? unit vectors are i, j, k.A) Resultant force: (4 - 5.cos45 + 8.cos75).i + (5.sin45 - 8.cos75).jB) Resultant force: (5 + 4.cos45 - 8.cos75).i + (4.sin45 + 8.sin15).jC) Resultant force: (8 + 5.cos45 - 4.cos75).i - (5.sin45 + 4.sin75).jD) Resultant force: (4 + 5.cos45 - 8.cos75).i + (5.sin45 + 8.sin75).jE) Resultant force: (4 - 5.cos45 + 8.cos75).i + (5.sin45 - 8.sin75).jThe resultant of four coplanar, concurrent forces is 600 lb, directed S 40 E. Three of the forces are 500 lb, directed NW,; 400 lb, directed E; and 300 lb directed S. • What is the x-component of the fourth force?S Ans. 339.22 lb • What is the y-component of the fourth force? Ans. 513.18 downward • What are the magnitude and direction of the fourth force? Ans. 615.16 lb 56.53° S of E need solution and sketch thankyouDetermine the intensity and position of the resultant R lf two forces F1 and F3 and torque M that acts on the metal profile given as in the figure,if: F1= 2kN a=2,10m F2= 5kN b=2,10m M=24kNm c=3,10m
- Find the magnitude and location of the resultant force on the cylindrical arc shown in Fig. (10) in each of the following two case: a. Pg=120.11 KPa (abs) b. Pg=90.68 KPa (abs) The arc is 25m long (normal to the paper)A force F1= 2i – 6k {kN) is applied at the position 3j + 5k {m}, meanwhile another force F2 = - i + 4j + 7k {kN) is applied at the position 8k {m}, on a structure. Evaluate the resultant moment by vector calculationExpiremental Method: Force Table F1 - 150N, 30° N of E F2 - 100N, 60° E of S 1) Find the Equilibrant Magnitude and Equilibrant Direction 2) Find Resultant Force Vector Magnitude and %Error 3) Find Resultant Force Vector Direction and %Error