Two forces Fl and F2 are applied to the link shown in the Fig 4. Find the magnitude of the resultant force. F- 400 N F- 600 N
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- Find the internal force systems acting on sections 1 and 2.Find the resultant force (magnitude, direction and position) of a parallel force system. F1 = 40 lb up at 2 ft from point A; F2 = 70 lb down at 8 ft from point A; and F3 = 60 lb up at 13 ft from point A. Note: point A is the left end of the barFind the magnitude and direction of the resultant for system of forces shown in the figure. Take F1= 40 kN, F2 = 55 kN, F3 =45 KN, F4 = 15 kN, 3 = 45° and 94 = 40° F3 F24 "L 03 e4 F₁ (NOTE: ENTER ONLY THE VALUES BY REFERRING TO THE UNITS GIVEN IN THE BRACKET) F4 The summation of horizontal component in KN is The summation of vertical component in (kN) is The magnitude of Resultant in (kN) is The direction of Resultant in degrees is
- 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 2mFind the magnitude and direction of the resultant for system of forces shown in the figure. Take F1= 35 kN, F2 = 45 kN, F3 =30 kN, F4 = 55 kN, 0, = 40° and 02 = 25° F1 F2 e2 F3 F4Find the magnitude and direction of the resultant for system of forces shown in the figure. Take F1= 70N, F2 = 55N, F3 =45 N , F4 = 20 N, ϴ1 = 45° and ϴ2 = 40 The summation of Horizontal Component ∑H = The summation of Vertical Component ∑V = The Magnitude of the Resultant in N is R= The direction of resultant in degrees is α =
- HOME WORK 3 Determine the resultant force at A. for the figure below Hint : 1- Find the position of all points A,B,C (x, y, z) 2- Find FAR and FAC 3- Find |raR| and Iracl 4- Find FAR = F UAB and FAC = F UAC 5- Finally find R and a, B,Y 3m Fc= 500N FB= 500N 3m 5m 3m B 4m 2m 5mExample: 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 NDetermine the magnitude and direction of the resultant of the concurrent forces described below. Draw the necessary figure. F1= 300 lb, up to the right, 45 degree with respect to positive x-axis F2= 400 lb, up to the left, 60 degree with respect to x-axis F3= 200 lb, down to the left, 30 degree with respect to x-axis
- Determine the x- and y-coordinates of a point through which the resultant of the parallel forces passes. 20 lb 90 lb 85 lb 30 lb 16" 7" 13" 13" 25 lbThe eyebolt shown in figure below is intended to hold several cables which exert the known forces shown. Calculate the resultant and its direction of these .forces G =4 kN 20° F = 3 kN 40° 30° 40° H = 5 kN K =2 kN R = 0.333 kN and 0 = 32 Degree R = 0.222 kN and 0 = 22 Degree R = 0.444 kN and 0 = 42 DegreeTake F1 = 770 N and F2 = 325 N and find magnitude of resultant force