3. The vector operation (PXQ) R equals a. Px (QR) b. R. (PXQ) C. (PR) x (Q• R) d. (Px R) (QxR)
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- Find the resultant and angle of direction based on the horizontal. using tail to tip method A) 25 lb. 40 0N of E B) 10 lb 45 0N of WQuestion Determine the resultant location (d) relative to point in the system shown in fig. (2)? Question 3Using graphical approach, find the actual magnitude and direction of the resultant vector of D, E, F, G, H, I, J vectors. If 1 cm in the paper represents= 10ft/s, what is the magnitude of the resultant vector in ft/s? D= 3.3 cm E= 5.1 cm F= 3.6 cm G= 4.3cm H= 1.4 cm I= 2.35 cm J= 2.5 cm
- Points C and D are located at (1, 2, 4) m and (2, -1, 1) m respectively. Determine the length of DC and the angle COD, where O is the origin of the coordinates.For the vectors A = 8.0m South and B = 15.0 m, 300 E of N, use the method of components to find the magnitude and direction of the vector difference A – B.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
- *DO NOT USE THE PARALLELOGRAM METHOD* Find the direction and magnitude of the resultantFind the magnitude of the vector product of A x D from Figure 1. You may include also the solution or diagram.Find the resultant and angle of direction based on the horizontal. using tail to tip method 1. 43 lb 62 oE of N 2. 11 lb 40 0N of W