Find the magnitude and direction of the resultant for system of forces shown in the figure. 30° 60N 50° 35° 60N 80N
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- Find the internal force systems acting on sections 1 and 2.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.Problem 4 From the figure, w1 =13kN/m, w2=10kN/m, F1 =7kN 1. Find the resultant of the forces 2. Find the location of the resultant from point B. 7m 4m 2m
- Calculate the magnitude of the resultant for the force system shown in figure below. 600N SOON 407 30' 400N 300N1. Find the magnitude and direction of the resultant force for the system of forces shown in the figure. 150N 200N 4 300N 25 30 500N 35° 30 600N 200NDirections: Find the resultant of the forces in the figure below using the analytical method given A = 50 N, B = 60 N, C = 67 N, and D = 35 N. +y 4 A В 10° -X +X 55° 70° D
- The three noncoplanar forces displayed in the figure pass through the origin. Determine the angle of the resultant it makes with the y-coordinate axis. N 70 N 120 N 60 15 65 100 N 70 30Q. 5 Find the resultant and its location w. r. t. point A for the force system given in the figure below- 50N 3 m 20 N 4 m 30NA parallel force system acts on the lever shown in the figure. Determine the magnitude and position of the resultant. 30 (b 601b 2015 40 1b 1 3' 2'
- Example: Forces F1 and F2 act on the bracket as shown. Determine the resultant forces (R ) and its direction. F1 = 100 N 30° 20° F2 = 80 NGiven 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 AQ3: Determine the resultant of the three concurrent forces shown in the Figure below. F2 = 10N F = 50N 60° F3= 60N