This physics problem tests your understanding of fundamental physical laws and their applications. The step-by-step solution below breaks down the problem using relevant equations and physical reasoning.
ScanSolve AI Answer
To increase the sensitivity of a liquid-in-glass thermometer, two main features are important: 1. A large bulb to contain a significant volume of liquid, so that even a small temperature change results in a noticeable expansion of the liquid. 2. A narrow capillary tube (the stem where the liquid rises). This ensures that for a given volume expansion of the liquid, the column rises a greater distance, making the thermometer more responsive and easier to read small temperature changes. Let's evaluate the given options: A. Narrow capillary ball*: A narrow capillary tube increases sensitivity because a small expansion of the liquid causes a larger rise in the column. The term "ball" here is likely referring to the bulb or is a slight misphrasing, but "narrow capillary" is the key part that increases sensitivity. B. Wider capillary ball*: A wider capillary tube would decrease sensitivity, as the liquid column would rise less for the same volume expansion. C. Small bulb*: A small bulb contains less liquid, so for a given temperature change, the total volume expansion is smaller, which decreases sensitivity. A large bulb increases sensitivity. D. Wide range*: A wide range refers to the span of temperatures the thermometer can measure, not its sensitivity to small temperature changes. Therefore, a narrow capillary is the feature that increases sensitivity. The final answer is A Send me the next one 📸