Question

PART II: THE RESULTANT OF ADDING THREE FORCES(VECTORS). In this activity consider vector & as force (F), vector bas force (F), and vector & as force (). While vector 3 is the resultant vector (FR) 1- Select explore 20" from the option window at the bottom of the graph. 2- Drag the origin of the graph paper to the middle as shown in figure (6) 3- Drag vector a, b, and to the graph paper. 4- Fix the magnitude and direction of each vector as selected in table (3), then fix them on the origin as shown in figure (6) Table (3) Force Magnitude (N) Direction (degree) F. (vectora) 7.3 15.9 9.2 77.5" F: (vector b) F. (vector c) Fx (vector) 8.5 159.4 ΔKO figure (6) 5. Use head to tail method to add the forces (vectors) graphically. 6- Select the sum option, then take a screen shot for your graph. 7- Write the magnitude and the direction of the resultant force F. (vector 3). Step 1 in data analysis part 11 8- From your understanding of the relation between the balancing force and the resultant force, find the magnitude and direction of the balancing force F, then write your result in table (3). English (United States)

Answer 1

77.52 737 1594 15.go لار FitĘT 67-3. (cosom)* + 1-3(5mg) 9) + (9:12. (englt 5103) +86 (losos atsihoj F - (7.3605159) + 9.263/7754) tos ) 7 'Cos Disney (703544(15:9)+ 9-2514(7750)+8:5 8500$(1574) 3 XT) 1.055 Mt 13.9724 9 14.0122 850 la 14.012 2 (cos &soli 14.0124 Bin 81599 Magnitude Direction (degren) 850 14.01 FX