Engineering Mechanics - Equilibrium of a Rigid Body - Discussion
Discussion Forum : Equilibrium of a Rigid Body - General Questions (Q.No. 1)
1.

The girl has a mass of 17kg and mass center at Gg, and the tricycle has a mass of 10kg and mass center at Gt. Determine the normal reactions at each wheel for equilibrium.
Discussion:
4 comments Page 1 of 1.
JBM SAURABH SHARMA said:
3 years ago
Just take moment about A;
You get (17*9.81*450) +(10*9.81*450) = 2RB*750
As RB = RC at mid, it will be 2RB.
From here you will get RB = RC = 60N,
Now take moment about 2RB.
You will get (300*10*9.81) +(475*17*9.81) = RA*750.
From here RA = 144.9 N.
Hence option C is the Correct answer.
You get (17*9.81*450) +(10*9.81*450) = 2RB*750
As RB = RC at mid, it will be 2RB.
From here you will get RB = RC = 60N,
Now take moment about 2RB.
You will get (300*10*9.81) +(475*17*9.81) = RA*750.
From here RA = 144.9 N.
Hence option C is the Correct answer.
Sreerag said:
1 decade ago
Please answer the question that 3 cylinders are placed in a rectangular channel or shown in the figure. Determine the reaction between the cylinder 1 and vertical wall.
Sam said:
1 decade ago
Force at Gg = 17g N where g=9.81
Force at Gt = 10g N
Distance Gg -> A = 450
Distance Gg -> CD = 300
Force A = 300/750 * 17g = 66.6 N
Force CD = 450/750 * 17g = 100N
Distance Gt -> A = 275
Distance Gt -> CD = 425
Force A = 425/700 * 10g = 59.5N
Force CD = 275/700 * 10g = 38.5N
Total force A = 59.5+66.4 = 126 N (which is close approx.)
Total force CD = 100+38.5 = 138.5N
Force at each wheel = 138.5/2 = 69N (approx.)
B is the closest answer
Force at Gt = 10g N
Distance Gg -> A = 450
Distance Gg -> CD = 300
Force A = 300/750 * 17g = 66.6 N
Force CD = 450/750 * 17g = 100N
Distance Gt -> A = 275
Distance Gt -> CD = 425
Force A = 425/700 * 10g = 59.5N
Force CD = 275/700 * 10g = 38.5N
Total force A = 59.5+66.4 = 126 N (which is close approx.)
Total force CD = 100+38.5 = 138.5N
Force at each wheel = 138.5/2 = 69N (approx.)
B is the closest answer
(1)
Rangi said:
1 decade ago
please answer
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