In the figure shown, all the strings are massless and friction is absent everywhere. Choose the correct options.

T_{1} > T_{3}

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T_{3} > T_{1}

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T_{2} > T_{1}

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T_{2} > T_{3}

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Solution

The correct options are
A $T_{3} > T_{1}$
C $T_{2} > T_{1}$
D $T_{2} > T_{3}$
Notice that $3 K g$ masses are there on either side of the pulley. Thus, the system remains in equilibrium.
For equilibrium,
$T_{2} = 3 g$ , $T_{3} = 2 g$ $T_{1} = g$
Thus, $T_{2} > T_{3} > T_{1}$

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In the figure shown, all the strings are massless and friction is absent everywhere. Choose the correct options.

The correct options are A T3>T1 C T2>T1 D T2>T3Notice that 3Kg masses are there on either side of the pulley. Thus, the system remains in equilibrium.For equilibrium,T2=3g , T3=2g T1=gThus, T2>T3>T1

The correct options are
A $T_{3} > T_{1}$
C $T_{2} > T_{1}$
D $T_{2} > T_{3}$
Notice that $3 K g$ masses are there on either side of the pulley. Thus, the system remains in equilibrium.
For equilibrium,
$T_{2} = 3 g$ , $T_{3} = 2 g$ $T_{1} = g$
Thus, $T_{2} > T_{3} > T_{1}$