For the image at the right = 66°, and α = 23°. What is the Force vector in cartesian form if the magnitude of the force is 371 lb? b. ( Z а y FL
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Q: c. For the image at the right = 35° and e- 16° What is the unit vector? e F d. What is the Force…
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- Given that P=120lb and Q=130lb, find the rectangular representation of P+Q.Determine the value of the scalar a if the following three vectors are to lie in the same plane: A=2i-j+2km,B=6i+3j+akm, and C=16i+46j+7km.It can be show that a plane area may he represented by a vector A=A, where A is the area and represents a unit vector normal to the piano: of the area. Show that the area vector of the parallelogram formed by the vectors a and b shown in the figure is A=ab.
- The magnitude of the force F is 55 lb. Calculate the moment of F about the x-axis using (a) the scalar method; and (b) the vector method.The length of the position vector r is 240 mm. Determine the rectangular components of (a) r; and (b) the unit vector directed from O toward A.The magnitude of the force F is 160 lb. Find its rectangular representation.
- i need help solving for F ite the force F in Cartesian vector form and determine the direction cosines. Use point C as (1.5, -1, 3)ft. S: lb, 115°, 73°, 149° F-80 lb 311 6 ftWhat is the magnitude of the resultant vector's unit vector? (Resultant vector of the two vectors shown in the figure below)* F 50:-1003- +3ok. 8.Given in the figure, the wind forces are perpendicular with respect to the inclined member of truss. Find the following: Magnitude of the resultant vector Location of the resultant vector for point A
- Q Avecar A f Length 10 units.ma Kes an angle of 30 with avector Bof benath 6unuts. Find the wagnitude of the Vector difference A-B and the angle itmakes with vector A- O by the para llelagram method. O by the triangle methad. © bay the rectamqular vesalutien.For the forces F and G, where: F is a force of magnitude 25N acting in direction i - 4j + 8k G is a force of magnitude 70 N acting in direction 2i + 3j - 6k (A) If G acts at the point (5, 2, 3), calculate the magnitude of the vector moment of G about the point (6,7, 25). Give your answer to two decimal places. (B) Calculate the magnitude R of the resultant force R = F + G. Give your answer in N, to two decimal places.6 m! 1.0 m TS 2 m 3 m 2m 2 m The magnitude of one of the forces is T2 = 80 kN. Find the rectangular representation of T2. * The magnitude of one of the forces is T2 = 80KN. Find the rec tan gular representation of T2. T2 = (-22.86 i + 34.29 / + 68.57 k) N T2 = (-22.86 i – 34.29 j + 68.57 k) N T2 = (22.86 i - 34.29 j + 68.57 k) N T2 = (22.86 i- 34.29 /-68.57 k) N