On the chemically impossible 'other' roots in equilibrium calculations, II.
Chemistry professors have frequently been asked how they know that an equilibrium expression has no more than one possible root. A demonstration of how an equilibrium calculation leading to a quadratic equation can be seen to have only one chemical root is
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1992
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On the chemically impossible 'other' roots in equilibrium calculations, II. Ludwig, Oliver. Chemistry professors have frequently been asked how they know that an equilibrium expression has no more than one possible root. A demonstration of how an equilibrium calculation leading to a quadratic equation can be seen to have only one chemical root is 1992 Villanova Faculty Authorship vudl:178141 Journal of Chemical Education en |
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Chemistry professors have frequently been asked how they know that an equilibrium expression has no more than one possible root. A demonstration of how an equilibrium calculation leading to a quadratic equation can be seen to have only one chemical root is |
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