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The length of the mercury column in the old-fashioned mercury-in-glass thermometer is 15.00em when the thermometer is in contact with water at its triple point. Consider the length of the mercury column as the thermometric property X and let θ be the empirical temperature determined by this thermometer.
(a) Calculate the empirical temperature when the length of the mercury column is 19.00cm.
(b) If X can be measured with a precision of 0.01 em, can this thermometer distinguish between the normal freezing point of water and the triple point of water?
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For the circuit in Fig. 9.14, assuming α = 1 and IRC =5 V, use Eqs. (9.48) and (9.49) to find iC1 and iC2, and hence determine vod =vC2 -vC1 for input differential signals vid ≡ vB1 - vB2 of 2 mV, 5 mV, 10 mV, 15 mV, 20 mV, 25 mV, 30 mV, 35 mV,and..
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