Suppose that, for an ideal gas, P, V and T are all functions of time, t. By

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Suppose that, for an ideal gas, P, V and T are all functions of time, t. By taking partial derivatives of the ideal gas equation show that P

0

(t)

P

+

V 0

(t)

V

=

T 0

(t)

T

.

Now show the same result by first taking the log of the ideal gas equation, and then differentiating.

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Mathematics And Statistics For Science

ISBN: 9783031053177

1st Edition

Authors: James Sneyd, Rachel M. Fewster, Duncan McGillivray

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