A container is filled to the brim with 1.5 L of mercury at 20°C. The coefficient of volume expansion of mercury is 1.8☓10-4 (°C)-1. As the temperature of the container and mercury is increased to 55°C, a total of 7.7 mL of mercury spill over the brim of the container. Determine the linear expansion coefficient of the material that makes up the container.
A container is filled to the brim with 1.5 L of mercury at 20°C. The coefficient...
A container is filled to the brim with 1.5 L of mercury at 20°C. As the temperature of the container and mercury is increased to 56°C, a total of 7.8 mL of mercury spill over the brim of the container. Determine the linear expansion coefficient of the material that makes up the container.
A container is filled to the brim with 1.5 L of mercury at 20°C. As the temperature of the container and mercury is increased to 54°C, a total of 7.8 mL of mercury spill over the brim of the container. Determine the linear expansion coefficient of the material that makes up the container.
help pls 1) A container is filled to the brim with 1.4 L of mercury at 20 C. The coefficient of volume expansion of mercury is 1.8x104 (C). As the temperature of the container and mercury is increased to 49 C, a total of 7.5 ml of mercury spill over the brim of the container, Determine the linear expansion coefficient of the material that makes up the container K Submit You currently have 2 submissions for this question. Only 5...
Liquid helium us stored in container fitted with 7.00-cm -thick "superinsulation" consisting of numerous lavers of very thin aluminized Mylar sheets. The rate of evaporation of liquid helium in a 200-L container is about 0.700 L per day when the container is stored at room temperature (20 degree C). The density of liquid helium is 0.125 kg/L and the latent heat of vaporization is 21.0 kJ/kg. Estimate the thermal conductivity of the superinsulation. You are in charge of transporting a...
A steel container is filled to the brim with an unknown liquid. The container’s initial volume at 15° C is 320 mL. The coefficient of volume expansion for steel is 3.6 x 10-5. When the container and the liquid are heated from 15° C to 88° C, 7.5 mL of liquid spills over. What is the coefficient of volume expansion of the liquid?
Problem A container made of lead is filled to the brim (and is in thermal equilibrium) with 462 mL of toluene at 11°C. The temperature of both is then increased to 95°C. For this temperature, determine the volume of the toluene and what fraction of the toluene spilled out of the container. Volume of toluene at 95°C = Fraction of toluene that spilled
At 6.0 °C, a 51-L steel tank is filled to the brim with gasoline. The temperature rises to 26.0 °C, causing the volume of the tank, as well as the gasoline inside, to expand. How much gasoline spills out? The coefficient of thermal volume expansion is 33.0x10-6/°C for steel and 950x10-6°C for gasoline.
A liquid whose coefficient of volume expansion, B = 1100 x 106 (C°)1 is placed in a container whose volume is 0.050 m3 and whose coefficient of volume expansion, B 961 x 106 (Co)1. The container is full to the brim. The liquid and the container are initially at 23 °C. How much volume of the liquid, in cm3, will spill over when the temperature of the liquid and container reaches 86 °C? Please round your answer to the nearest...
It is observed that 56.20 mL of water at 20∘Ccompletely fills a container to the brim. When the container and the water are heated to 60∘C, 0.35 gof water is lost. What is the coefficient of volume expansion of the container? Density of water at 60 ∘C is 0.98324 g/mL. Express your answer using two significant figures.
A liquid at room temperature (27degree C) is poured to the brim of a glass flask whose volume is 1 liter. The flask + liquid are heated to 40degree C. How much liquid will spill over? The volume expansion coefficient of liquid is 75*10^(-5)/degreeC and that of the glass is 1.5*10^(-5)/degreeC