PLEASE LABEL AND CIRCLE ALL PARTS ANSWERS FOR GOOD RATING. THANK YOU A uniform stationary ladder of length L and mass Mleans against a smoothverucal wall, while its bottom legs rest on a rough horizontal floor. The coefficient of static frictionbetween floor and ladder is u. The ladder makes an angle 0 with respect to the floor. A painter ofweight 1/2M stands on the ladder a distance d from its base.an expression for the magnitude of the normal force N exerted by the floor on the ladder.N= 3/2 M gPart (b) Find an expression for the magnitude of the normal force Ny exerted by the wall on the ladder.ONw = 1/2Mg cot0 (1+d/L)ONw = 1/2Mg cote (d/L)ONw = 1/2Mg tan0 (1+d/L)ONw = Mg cote (1+d/2L)ONw = Mg tan® (1+d/L)Part (c) Find an expression for the largest value of dmax for which the ladder does not slip.Part (d) What is the largest value for d, in centimeters, such that the ladder will not slip? Assume that ladder is 5.5 m long, the coefficient offriction is 0.57, the ladder is at an angle of 40.5°, and the ladder has a mass of 85 kg.

Given Data : mass of ladder = M Mass of person = m = M/2 To Find : N NW dmax d when L= 5.5m, μ =…

an expression for the magnitude of the normal force N exerted by the floor on the ladder. 1g Part (b) Find an expression for the magnitude of the normal force N exerted by the wall on the ladder. ONw = 1/2Mg cot0 (1+d/L) ONw = 1/2Mg cot0 (d/L) ONw = 1/2Mg tan0 (1+d/L) ONw=Mg cot® (1+d/2L) ONw=Mg tan0 (1+d/L) Part (c) Find an expression for the largest value of dmax for which the ladder does not slip. Part (d) What is the largest value for d, in centimeters, such that the ladder will not slip? Assume that ladder is 5.5 m long, the coefficient of 0.57, the ladder is at an angle of 40.5°, and the ladder has a mass of 85 kg.

an expression for the magnitude of the normal force N exerted by the floor on the ladder. 1g Part (b) Find an expression for the magnitude of the normal force N exerted by the wall on the ladder. ONw = 1/2Mg cot0 (1+d/L) ONw = 1/2Mg cot0 (d/L) ONw = 1/2Mg tan0 (1+d/L) ONw=Mg cot® (1+d/2L) ONw=Mg tan0 (1+d/L) Part (c) Find an expression for the largest value of dmax for which the ladder does not slip. Part (d) What is the largest value for d, in centimeters, such that the ladder will not slip? Assume that ladder is 5.5 m long, the coefficient of 0.57, the ladder is at an angle of 40.5°, and the ladder has a mass of 85 kg.