Equilibrium is reached when the volume of water in the bucket is constant. What is the condition for equilibrium in terms of the quantities described in the reading?
The equilibrium takes place when volume is constant, that means the time derivative of volume should be zero. Hence 2nd option is not valid.
For 1st option, zero volume doesn't corresponds to any system at equilibrium, hence 1st option is also not true.
For the third option, volume is constant as F nut is a constant value and tau is the initial time which is constant. Hence 3rd option is true .
Equilibrium is reached when the volume of water in the bucket is constant. What is the...
A Styrofoam bucket of negligible mass contains 1.55 kg of water and 0.435 kg of ice. More ice, from a refrigerator at -15.0 ∘C, is added to the mixture in the bucket, and when thermal equilibrium has been reached, the total mass of ice in the bucket is 0.772 kg . Assuming no heat exchange with the surroundings, what mass of ice was added?
a. water is to be raised from a well 40 feet deep by means of a bucket attached to a rope. When the bucket is Ib 12. Water is wder it weighs 50 lb, but the bucket has a leak that causes it to lose water at a constant rate of 3 for every 7 feet that the i full of water it wei bucket is raised.. Neglecting the weight of the rope, set up and evaluate fthe he work...
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A 3.2 kg block of copper at a temperature of 82°C is dropped into a bucket containing a mixture of ice and water whose total mass is 1.2 kg. When thermal equilibrium is reached the temperature of the water is 8°C. How much ice was in the bucket before the copper block was placed in it? (Neglect the heat capacity of the bucket.) answer in kg
Classical Mechanics problem: A bucket of water is set spinning about its symmetry axis with an angular velocity of magnitude Ω. What is the shape of the water surface after it has reached equilibrium? HINT: The surface of the water is an equipotential under the combined effects of gravity and the centrifugal force. The shape is one you are familiar with and using cylindrical polar coordinates
A 6kg bucket of water is being pulled straight up by a string at a constant speed. I determined that the tension on the string was F = ma F = (6kg * 9.8 m/s2) * 0a F = 58.8 N Now its asking At a certain point the speed of the bucket begins to change. The bucket now has an upward constant acceleration of magnitude 3 m/s2. What is the tension in the rope now? The correct answer was...
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A 6-kg bucket of water is being pulled straight up by a string at a constant speed. What is the tension in the rope? A) about 42 N B) about 60 N C) about 78 N
(1 point) A bucket of water of mass 30 kg is pulled at constant velocity up to a platform 25 meters above the ground. This takes 20 minutes, during which time 2 kg of water drips out at a steady rate through a hole in the bottom. Find the work needed to raise the bucket to the platform. (Use g = 9.8m/s².). Work = (include units)
(1 point) A bucket of water of mass 30 kg is pulled at constant velocity up to a platform 25 meters above the ground. This takes 20 minutes, during which time 2 kg of water drips out at a steady rate through a hole in the bottom. Find the work needed to raise the bucket to the platform. (Use g = 9.8m/s².) Work = (include units)