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How would the graph in Figure 9.12 change if the number of moles of gas in the sample used to determine the curve were doubled?

The figure 9.12 shows the graph between Volume and temperature, also known as $\mathrm{V}$ - $\mathrm{T}$ diagrams or isobars. The slope of the graph is $n$ which indicates the number of moles. If one doubles the number of moles of gas, the slope of the graph will also double.

01:01

Aadit S.

Chemistry 101

Chapter 9

Gases

Yanbing Z.

December 16, 2021

Isn’t the slope = nR/P according to the ideal gas law

Rice University

University of Kentucky

University of Toronto

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so continuing on with pressure. What we're taking a look at here is Charles was law. So this states that a constant pressure, the temperature of the gas will be directly proportional to the volume of the gas. So if we were the ALF, mathematically volume is proportional to temperature. So, for example, in that figure that we've got for the graph between volume and temperature, which is also considered a VT diagram or isobars, the slope of the graph is an which indicates the number of moles. So if one doubles, the number of models of gas and the slope of the graph will double.

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