3. The 3200-lb weight is supported by two cables. Knowing that the resultant of the cable tensions T1 and T2 is a vertical 3200-lb force, determine T1 and T2. T 45° 25° 3200 lb
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- F1 F2 30 30 2. If the magnitudes F1 and F2 are both equal to 4.0 newtons, what are the horizontal and vertical components of components of the two forces? Be careful with +/- signs. Fıx = Fay =. F2x =, Fzy =.A 10 kg mass is suspended from a ceiling and wall by three cords as shown. Find the tension T1 and T2 in cords 1 and 2.Find the magnitude of the tension in each supporting cable shown below. In each case, the weight of the suspended body is 50 N and the masses of the cables are negligible. T₁ 45° T3 (a) T₂ T₁ 60° T3 (b) 45° T2
- Sack A weights 20 lb. and geometry is shown. Determine the forces in the cables and the weight of sack B E 45° B 30° A 20 lbIn the figure shown below, the 4 forces are being supported by an eyebolt. Determine the force F2 (in kN, roundoff to 2 decimal places) that would produce a net effect on the bolt of R direct pull along the horizontal. F1=2KN R=3KN F3=1.2kN a=30° F4=1.8KN B=30° F1 y -F2 F3 F4 α В Ꮎ2 3 40° M I B = 39.9°and M = 1.6 kg, what is the tension in string 1?