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Tooth Enamel Is Composed of the Mineral Hydroxyapatite

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Tooth enamel is composed of the mineral hydroxyapatite. It is essentially insoluble in water with Ksp 2.3 1059, but it reacts with weak acids in the mouth as described by one of the reaction equations below. You can determine the equilibrium constant, K, for this reaction from Ksp and Kw (the equilibrium constant for water autoionization) . How do you do this?
Tooth enamel is composed of the mineral hydroxyapatite. It is essentially insoluble in water with K<sub>sp</sub> <font face= symbol ></font> 2.3 <font face= symbol ></font> 10<font face= symbol ><sup></sup></font><sup>59</sup>, but it reacts with weak acids in the mouth as described by one of the reaction equations below. You can determine the equilibrium constant, K, for this reaction from K<sub>sp</sub> and K<sub>w</sub> (the equilibrium constant for water autoionization) . How do you do this?                   A) K <font face= symbol ></font> K<sub>w</sub>K<sub>sp</sub> B) K <font face= symbol ></font> K<sub>w </sub>/K<sub>sp</sub> C) K <font face= symbol ></font> K<sub>sp </sub>/K<sub>w</sub> D) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub> E) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub>
Tooth enamel is composed of the mineral hydroxyapatite. It is essentially insoluble in water with K<sub>sp</sub> <font face= symbol ></font> 2.3 <font face= symbol ></font> 10<font face= symbol ><sup></sup></font><sup>59</sup>, but it reacts with weak acids in the mouth as described by one of the reaction equations below. You can determine the equilibrium constant, K, for this reaction from K<sub>sp</sub> and K<sub>w</sub> (the equilibrium constant for water autoionization) . How do you do this?                   A) K <font face= symbol ></font> K<sub>w</sub>K<sub>sp</sub> B) K <font face= symbol ></font> K<sub>w </sub>/K<sub>sp</sub> C) K <font face= symbol ></font> K<sub>sp </sub>/K<sub>w</sub> D) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub> E) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub>
Tooth enamel is composed of the mineral hydroxyapatite. It is essentially insoluble in water with K<sub>sp</sub> <font face= symbol ></font> 2.3 <font face= symbol ></font> 10<font face= symbol ><sup></sup></font><sup>59</sup>, but it reacts with weak acids in the mouth as described by one of the reaction equations below. You can determine the equilibrium constant, K, for this reaction from K<sub>sp</sub> and K<sub>w</sub> (the equilibrium constant for water autoionization) . How do you do this?                   A) K <font face= symbol ></font> K<sub>w</sub>K<sub>sp</sub> B) K <font face= symbol ></font> K<sub>w </sub>/K<sub>sp</sub> C) K <font face= symbol ></font> K<sub>sp </sub>/K<sub>w</sub> D) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub> E) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub>
Tooth enamel is composed of the mineral hydroxyapatite. It is essentially insoluble in water with K<sub>sp</sub> <font face= symbol ></font> 2.3 <font face= symbol ></font> 10<font face= symbol ><sup></sup></font><sup>59</sup>, but it reacts with weak acids in the mouth as described by one of the reaction equations below. You can determine the equilibrium constant, K, for this reaction from K<sub>sp</sub> and K<sub>w</sub> (the equilibrium constant for water autoionization) . How do you do this?                   A) K <font face= symbol ></font> K<sub>w</sub>K<sub>sp</sub> B) K <font face= symbol ></font> K<sub>w </sub>/K<sub>sp</sub> C) K <font face= symbol ></font> K<sub>sp </sub>/K<sub>w</sub> D) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub> E) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub>
Tooth enamel is composed of the mineral hydroxyapatite. It is essentially insoluble in water with K<sub>sp</sub> <font face= symbol ></font> 2.3 <font face= symbol ></font> 10<font face= symbol ><sup></sup></font><sup>59</sup>, but it reacts with weak acids in the mouth as described by one of the reaction equations below. You can determine the equilibrium constant, K, for this reaction from K<sub>sp</sub> and K<sub>w</sub> (the equilibrium constant for water autoionization) . How do you do this?                   A) K <font face= symbol ></font> K<sub>w</sub>K<sub>sp</sub> B) K <font face= symbol ></font> K<sub>w </sub>/K<sub>sp</sub> C) K <font face= symbol ></font> K<sub>sp </sub>/K<sub>w</sub> D) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub> E) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub>
Tooth enamel is composed of the mineral hydroxyapatite. It is essentially insoluble in water with K<sub>sp</sub> <font face= symbol ></font> 2.3 <font face= symbol ></font> 10<font face= symbol ><sup></sup></font><sup>59</sup>, but it reacts with weak acids in the mouth as described by one of the reaction equations below. You can determine the equilibrium constant, K, for this reaction from K<sub>sp</sub> and K<sub>w</sub> (the equilibrium constant for water autoionization) . How do you do this?                   A) K <font face= symbol ></font> K<sub>w</sub>K<sub>sp</sub> B) K <font face= symbol ></font> K<sub>w </sub>/K<sub>sp</sub> C) K <font face= symbol ></font> K<sub>sp </sub>/K<sub>w</sub> D) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub> E) K <font face= symbol ></font> K<sub>w</sub> <font face= symbol ></font> K<sub>sp</sub>

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