NEWTONS LAWS (without friction) 1.Three objects, M₁, M2, = 20 kg and M3 = 15 ks are connected by two mass-less ropes, and accelerated by an applied force, F = 250N as shown below: The tension TA = 50 N. (Assume: NO friction between the masses and the table.) a- a- a- TA= 50N M3 M₂ TB M₁ -FA=250.0 N (a)(. ) By applying the 2nd Law to each of the three masses of this system, obtain three equations in terms of the symbols in the problem. (Introduce Frensions in the cables) (Eq.1) (Eq.2) (Eq,3) (b) NOW rewrite each equation with known numbers given above and use the resulting equations to find the value of a, T and M₁ (which are not given to you above)

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NEWTONS LAWS (without friction)
1.Three objects, M₁, M2, = 20 kg and M3 = 15 ks are connected by two mass-less ropes,
and accelerated by an applied force, F = 250N as shown below:
The tension TA = 50 N. (Assume: NO friction between the masses and the table.)
a->
a->
a-
TA=50N
M3
M₂
M
Тв
M₁
➜FA=250.0 N
(a)(.) By applying the 2nd Law to each of the three masses of this system, obtain
three equations in terms of the symbols in the problem. (Introduce Frensions in the
cables)
(Eq.1)
(Eq.2)
(Eq,3)
(b) NOW rewrite each equation with known numbers given above and use the
resulting equations to find the value of a, T and M₁ (which are not given to you above)
Transcribed Image Text:NEWTONS LAWS (without friction) 1.Three objects, M₁, M2, = 20 kg and M3 = 15 ks are connected by two mass-less ropes, and accelerated by an applied force, F = 250N as shown below: The tension TA = 50 N. (Assume: NO friction between the masses and the table.) a-> a-> a- TA=50N M3 M₂ M Тв M₁ ➜FA=250.0 N (a)(.) By applying the 2nd Law to each of the three masses of this system, obtain three equations in terms of the symbols in the problem. (Introduce Frensions in the cables) (Eq.1) (Eq.2) (Eq,3) (b) NOW rewrite each equation with known numbers given above and use the resulting equations to find the value of a, T and M₁ (which are not given to you above)
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