Two capillary tubes of same radius are lowered into a vessel with water as shown. The water in the straight tube rises to a height 'h'. The lower end of bent tube is at a depth 'H' below the level of the water in the vessel. What will the level of water be in bent tube and what form will the meniscus take? The incorrect option for the given situation is

 

When a loop of wire is dipped in a wetting liquid and is taken out. A liquid film is formed and a loop of light inextensible thread is gently put on the liquid film. A hole is pricked inside the loop of thread. Due to property of surface tension, free surface of the liquid tries to minimize its surface area and hence area of the hole will be maximized. In the above description, loop wire is square of side $4$ units. If length of thread is $15$ units, what is the final surface area for soap film on one side of wire frame? (Neglect the friction everywhere)

When a loop of wire is dipped in a wetting liquid and is taken out. A liquid film is formed and a loop of light inextensible thread is gently put on the liquid film. A hole is pricked inside the loop of thread. Due to property of surface tension, free surface of the liquid tries to minimize its surface area and hence area of the hole will be maximized. In the above description, loop wire is square of side 4 units, liquid is soap and length of loop of thread is 15 units. If the surface tension of soap is 'S', what is the tension in the thread?