364351 A block is resting on a rough horizontal surface, which is executing SHM with amplitude \(A\). The frequency of oscillation of horizontal surface for which the block just starts to slip is

364352 Two uniform ropes having linear mass densities \(m\) and \(4\;m\) are joined to form a closed loop. The loop is hanging over a fixed frictionless small pulley with the lighter rope above as shown in the figure. (in the figure equilibrium position is shown). Now if point A (joint) is slightly displaced in downward direction and released. It is found that the loop performs SHM with the period of oscillation equal to T. Find the value of
\(T\left( {} \right.\) take \(\left. {l = \frac{{150m}}{{4{\pi ^2}}},g = 10\;m/{s^2}} \right)\).

364353 A block of rectangular size of mass \(m\) and area of cross - section \(A\), floats in a liquid of density \(\rho\). If we give a small vertical displacement from equilibrium, it undergoes SHM with time period \(T\), then

364354 The height of liquid column in a \(U\) tube is 0.3 meter. If the liquid in one of the limbs is depressed and then released, then the time period of liquid column will be

364351 A block is resting on a rough horizontal surface, which is executing SHM with amplitude \(A\). The frequency of oscillation of horizontal surface for which the block just starts to slip is

364352 Two uniform ropes having linear mass densities \(m\) and \(4\;m\) are joined to form a closed loop. The loop is hanging over a fixed frictionless small pulley with the lighter rope above as shown in the figure. (in the figure equilibrium position is shown). Now if point A (joint) is slightly displaced in downward direction and released. It is found that the loop performs SHM with the period of oscillation equal to T. Find the value of
\(T\left( {} \right.\) take \(\left. {l = \frac{{150m}}{{4{\pi ^2}}},g = 10\;m/{s^2}} \right)\).

364353 A block of rectangular size of mass \(m\) and area of cross - section \(A\), floats in a liquid of density \(\rho\). If we give a small vertical displacement from equilibrium, it undergoes SHM with time period \(T\), then

364354 The height of liquid column in a \(U\) tube is 0.3 meter. If the liquid in one of the limbs is depressed and then released, then the time period of liquid column will be

364351 A block is resting on a rough horizontal surface, which is executing SHM with amplitude \(A\). The frequency of oscillation of horizontal surface for which the block just starts to slip is

364352 Two uniform ropes having linear mass densities \(m\) and \(4\;m\) are joined to form a closed loop. The loop is hanging over a fixed frictionless small pulley with the lighter rope above as shown in the figure. (in the figure equilibrium position is shown). Now if point A (joint) is slightly displaced in downward direction and released. It is found that the loop performs SHM with the period of oscillation equal to T. Find the value of
\(T\left( {} \right.\) take \(\left. {l = \frac{{150m}}{{4{\pi ^2}}},g = 10\;m/{s^2}} \right)\).

364353 A block of rectangular size of mass \(m\) and area of cross - section \(A\), floats in a liquid of density \(\rho\). If we give a small vertical displacement from equilibrium, it undergoes SHM with time period \(T\), then

364354 The height of liquid column in a \(U\) tube is 0.3 meter. If the liquid in one of the limbs is depressed and then released, then the time period of liquid column will be

364351 A block is resting on a rough horizontal surface, which is executing SHM with amplitude \(A\). The frequency of oscillation of horizontal surface for which the block just starts to slip is

364352 Two uniform ropes having linear mass densities \(m\) and \(4\;m\) are joined to form a closed loop. The loop is hanging over a fixed frictionless small pulley with the lighter rope above as shown in the figure. (in the figure equilibrium position is shown). Now if point A (joint) is slightly displaced in downward direction and released. It is found that the loop performs SHM with the period of oscillation equal to T. Find the value of
\(T\left( {} \right.\) take \(\left. {l = \frac{{150m}}{{4{\pi ^2}}},g = 10\;m/{s^2}} \right)\).

364353 A block of rectangular size of mass \(m\) and area of cross - section \(A\), floats in a liquid of density \(\rho\). If we give a small vertical displacement from equilibrium, it undergoes SHM with time period \(T\), then

364354 The height of liquid column in a \(U\) tube is 0.3 meter. If the liquid in one of the limbs is depressed and then released, then the time period of liquid column will be