To prove!!!


The equation of displacement of the above system connecting masses 1kg and 2kg with a rope is-

x=6t 2 ^2 -6t where x is displacement and t is time .

Find the value of magnitude of acceleration of system(a) + magnitude of Tension in the rope(T) + magnitude of force acting(F)


Details and Assumptions

F is the force acting on block having mass 1 kg .

• Refer to diagram for details of the directions of vectors

• The rope is ideal

• All surfaces are frictionless


My inspiration Aniket Sanghi


The answer is 72.

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1 solution

Aryan Sanghi
Mar 6, 2018

The acceleration of system(a)= d ² x d t ² \frac{d²x}{dt²} =12m/s²

F o r c e a c t i n g ( F ) = m a s s o f s y s t e m × a c c e l e r a t i o n o f s y s t e m Force acting(F)=mass of system×acceleration of system

= 3 × 12 = 36 N =3×12=36N

As per F.B.D. of block having mass 2kg, T=2×12=24N

Hence, answer=72

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