3 kN 0.8 m 4 kN 0.8 m 2 kN 0.8 m 2 kN Ο 0.4 m 1 kN 5 kN 3 kN 0.4 m 0.4 m 3 kN

A cable is connected to an L-shaped arm OAB as shown. The magnitude of the tensile force on the cable is given as T = 2500N ( use vector approach ) a) determine the angle between segment AB of the L shaped arm and the cable

Can you please solve this problem?

The sand excavator is in equilibrium. The horizontal force on the bucket is 30 N. Find the horizontal forces F₁ and F2 applied to the handles. Ignore the weight of the members. 8 cm 20cm G H P 10°C $10⁰ 30N R E 80° B D F₂ C A 47.38cm 8.82cm 26.22cm

Q) The mass of lamp is 20 kg and geometry is as shown. Find the force in each cable. 5 D 30° B 45°

Figure The figure shows a schematic of an engine. F, is the force exerted by the combustion gases on the piston (shown by the rectangle at B). FÅ= 50 kN. The angle of the crank OA is 0 = 30° while the angle of the connecting rod AB is p = 15°. Neglect the weight of all members. Also neglect friction between the piston and the cylinder. A 30 cm 10 cm B Fg 0 M₂

Suppose that P1 = 900 lb and P2 = 1200 lb  Express your answer in kilopounds to three significant figures. Enter negative value in the case of compression and positive value in the case of tension.  a) FCD  b) FKJ

A 3.00 m long, 8.0 kg pole is attached to a wall by a hinge on its left side. A cable attached to the right end of the pole holds it horizontal. The cable attaches at a 55.0° angle. A 10.0 kg box hangs from the pole at a point 1.25 m from the right end of the pole. (see diagram) hinge. 55° 1,25m a) Write out the sum of the forces and sum of the torques equations. b) What will be the Tension on the cable? 10k₂ c) What will be the magnitude and direction of the force on the hinge?

The water pressure acting on a masonry dam varies asshown. If the dam is 20 ft wide, determine the following: d) Direction of resultant force from horizontale) Distance of resultant force along x-axis from point Of) Distance of resultant force along y-axis from point O

Determine the angles 32 and 33 and the force in each cable segment if ß1 = 50%.