Consider a cylindrical container of cross-section area A length h and having coefficient of linear expansion αc. The container is filled by liquid of real expansion coefficient γL up to height h1. When temperature of the system is increased by Δθ then (a). Find out the height, area and volume of cylindrical container and new volume of liquid. (b). Find the height of liquid level when expansion of container is neglected. (c). Find the relation between γL and αc for which volume of container above the liquid level
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