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Derive how Sackur Tetrode eqution is free from Gibbs Paradox?
A tube contains a 2m layer of olive oil floating above a 1.5m layer of water in turn floats above a 0.5m layer of mercury the upper layer is exposed to the pressure of the atmosphere of 1.01×10^5 N/m^2. What is the absolute pressure of the bottom of the mercury
The foot of a ladder rests against a wall and its top is held by a tie rope as shown in the figure below. The ladder weighs 100N, and center of gravity is 0.40m length from the foot. A 150N Child hangs from a rung that is 0.20 of length from the top. Determine the tension in the tie rope and the components of the force on the foot of the ladder.
A beaker of hot water is placed on the bench. Describe all the ways in which it looses heat and suggest a simple way of minimizing each.
Some hot water was added to 3times it's mass of water at 10oC and the result in temperature was 20oC. What was the temperature of the hot water?
80 cm3 of hydrogen are collected at 15oC and 75 cm of Mercury pressure. What is it's volume at s.t.p?
A thick walled steel cylinder used for storing compressed air is fitted with a safety valve which lifts at a pressure of 1.0x106 N/m2. It contains air at 17oC and 0.8x106 N/m2. At what temperature will the valve lift?
A 1 meter tube, closed at one end, is immersed in water completely. What is the open air pressure if the water rises 9 cm in the tube? Assume temperature remains constant.
State the operational ranges and limitations
of platinum resistance thermometer and
Fe-Constantan thermocouple.
Two cars start off to race with velocities v1 and v2 and travel in a straight line with uniform acceleration a1 and a2 respectively. If the race ends in a dead heat ( i.e they reach the finishing point at the same time) Prove the length of the course is

2(v1-v2)(v1a2-v2a2)/(a1-a2)^2
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