1. The problem statement, all variables and given/known data A standard mercury thermometer consists of a hollow glass cylinder, the stem, attached to a bulb filled with mercury. As the temperature of the thermometer changes, the mercury expands (or contracts) and the height of the mercury column in the stem changes. Marks are made on the stem to denote the height of the mercury column at different temperatures such as the freezing point (0∘C) and the boiling point (100∘C) of water. Other temperature markings are interpolated between these two points. Due to concerns about the toxic properties of mercury, many thermometers are made with other liquids. Consider draining the mercury from the above thermometer and replacing it with another, such as alcohol. Alcohol has a coefficient of volume expansion 5.6 times greater than that of mercury. The amount of alcohol is adjusted such that when placed in ice water, the thermometer accurately records 0∘C. No other changes are made to the thermometer. 1) When the alcohol thermometer is placed in 20∘Cwater, what temperature will the thermometer record? 2) When the alcohol thermometer is placed in a −10∘C substance, what temperature will the thermometer record? 3)If you want to design a thermometer with the same spacing between temperature markings as a mercury thermometer, how must the diameter of the inner hollow cylinder of the stem of the alcohol thermometer compare to that of the mercury thermometer? Assume that the bulb has a much larger volume than the stem.(solved) 3. The attempt at a solution ΔVA = VAiαΔT The cylinder has a volume: πr2h Change in volume of alcohol in a cylinder: ΔVA = πr2h(5.6α)ΔT Change of volume of mercury in a cylinder: ΔVM = πr2h.α.ΔT I am experiencing a confusion here. Question states that the thermometer is placed into a water of 20°C. However, nothing was said about the initial temperature. Without this piece of information I cannot utilize ΔT.