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problem 6: A uniform ladder 12 meters long rests against a vertical frictionless wall, as shown in the figure. The ladder has a weight f400 Nand makes an angle θ 51 0° with the floor. A painter weighing 874 N climbs slowly up the ladder when he is slightly above 2/s of the way up the ladder, the bottom of the ladder will just start to slip. So the painter stops at 7.80 m mark. (a) (5 points) Draw (on the right line diagram) the vectors representing all the forces acting on the ladder. Label therm with their values or if unknown (with a proper variable). 7.8 m (b) (15 points) Write down the equations to represent static condition for translational equilibrium and rotational equilibrium. Make sure to choose axis point clearly. Solve the equation to determine unknown forces
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