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Use the graph Water Vapor Density Versus Temperature to predict the water vapor density at 100$\%$ humidity for $35^{\circ} \mathrm{C}$

about 1.7 mol per 1000 $\mathrm{L}$

Chemistry 101

Chapter 12

Concentrating Matter

Section 4

Humidity, Condensation

Intro to Chemistry

Atoms, Molecules and Ions

Carleton College

Brown University

Lectures

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question Number five in this section is also very similar to the last two questions four and three, where we need to use this graph that is provided in your textbook that shows the water vapor density in units of moles per 1000 liters as a function of temperature in degrees Celsius. This question asks what the 100% humidity value is at 35 degrees Celsius. It doesn't ask for units. So I assume that we can use three units that air provided on the graph for water vapor density versus temperature. And if we go to 35 degrees Celsius, where we hit, the graph is the maximum 100%. So this would be the 100% relative humidity, humidity, the maximum amount. And at 35 degrees Celsius, it looks like that we are at about two point to moles of water vapor per 1000 liters

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