A beaker containing an ideal fluid executes plane SHM in a horizontal plane according to the equation x=(sqrt(3)g)/(omega^(2))sinomegat, O being the mean position. A bob is suspended at S through a string of length L as shown in the figure. The line SO is vertical. Assuming L gt gt(sqrt(3)g)/(omega^(2)). The tension in the string is maximum at time t=

A beaker containing an ideal fluid executes plane SHM in a horizontal

1.	A beaker containing an ideal fluid executes plane SHM in a horizontal plane according to the equation x=(sqrt(3)g)/(omega^(2))sinomegat, O being the mean position. A bob is suspended at S through a string of length L as shown in the figure. The line SO is vertical. Assuming L gt gt(sqrt(3)g)/(omega^(2)). The tension in the string is maximum at time t=
Answer» `pi//2omega` `pi//omega` `pi//4omega` NONE of these Solution :TENSION is MAXIMUM at the MEAN POSITION.

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