I was able to figure out some of the boxes can you please help and explain how to do the other boxes?

Second is a suggestion. Create your own 'y' coordinate system that is inclined by A. For example, ' is X rotated by A. (Not shown.) Third. Assume that the system is in static equilbrium and not tipping. Solve for the (signed) magnitudes of the friction force Ff, normal force NV, and the offset b. Ff 31.05 (N)V N 473.78 ( N)V (m) For this situation, select the best statement that describes the situation. This one: It is in static balance and not moving. v V Next, what would be the P force that would cause impending motion? (Call it ;). What is the associated b offset? (Call it bi.) I( N) bi (m) Finally, for this situation of Pi, select the best statement that describes it. This one: It is in static balance and would not tip over (just start to slide). vJT a a /2 X P a/2 a W b (positive as shown). This is a webgem on friction of a block of mass m = 50.00 kg on an inclined plane. This causes a load I in the - j due to g = 9.81 m/s 2. The plane is inclined by > = 15.00. The width of the block is a = 0.50 m and loads that appear to act through its center do. The input load is P = 158.00 N. The coefficient of friction between the block and plane is / = 0.40. The free-body diagrams show a friction force Ff, a normal force IV, and an offset