3. a. Calculate the predicted solubility of CO2 in equilibrium with calcite (i.e., the concentration of CO3) in seawater having a Ca2+ concentration of 10.37 mmol/kg. Assume activity coefficients of 1 for both Ca²+ and CO3² in seawater. First calculate the equilibrium constant at standard P and T. CaCO3(s) Ca2+(aq) + CO3(aq) b. Calculate the predicted CO2 concentration in equilibrium with aragonite. c. Which mineral, calcite or aragonite, is more soluble? Why? d. The concentrations of Ca2+ and CO₂-² are 10.3 mmol/kg and ≈ 270 μmol/kg respectively in the upper ocean (upper 50 m or so). What does this mean for a calcite or aragonite mineral floating around (like a shell of an organism or a coral)? e. Below 3 to 4 km depth in the ocean, all calcite dissolves. This happens for two reasons illustrated in the graph below. What are these two reasons? DEPTH (km) 40 80 [co] (μmol/kg) • 8000 120 160 200 240 280 ATLANTIC 18°S-31°W ARAGONITE SATURATION CALCITE SATURATION 10

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Chapter1: Chemical Foundations
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3. a. Calculate the predicted solubility of CO2 in equilibrium with calcite (i.e., the concentration of
CO3) in seawater having a Ca2+ concentration of 10.37 mmol/kg. Assume activity coefficients of 1
for both Ca²+ and CO3² in seawater. First calculate the equilibrium constant at standard P and T.
CaCO3(s) Ca2+(aq) + CO3(aq)
b. Calculate the predicted CO2 concentration in equilibrium with aragonite.
c. Which mineral, calcite or aragonite, is
more soluble? Why?
d. The concentrations of Ca2+ and CO₂-²
are 10.3 mmol/kg and ≈ 270 μmol/kg
respectively in the upper ocean (upper
50 m or so). What does this mean for a
calcite or aragonite mineral floating
around (like a shell of an organism or a
coral)?
e. Below 3 to 4 km depth in the ocean,
all calcite dissolves. This happens for
two reasons illustrated in the graph
below. What are these two reasons?
DEPTH (km)
40
80
[co] (μmol/kg)
• 8000
120
160 200 240 280
ATLANTIC
18°S-31°W
ARAGONITE
SATURATION
CALCITE
SATURATION
10
Transcribed Image Text:3. a. Calculate the predicted solubility of CO2 in equilibrium with calcite (i.e., the concentration of CO3) in seawater having a Ca2+ concentration of 10.37 mmol/kg. Assume activity coefficients of 1 for both Ca²+ and CO3² in seawater. First calculate the equilibrium constant at standard P and T. CaCO3(s) Ca2+(aq) + CO3(aq) b. Calculate the predicted CO2 concentration in equilibrium with aragonite. c. Which mineral, calcite or aragonite, is more soluble? Why? d. The concentrations of Ca2+ and CO₂-² are 10.3 mmol/kg and ≈ 270 μmol/kg respectively in the upper ocean (upper 50 m or so). What does this mean for a calcite or aragonite mineral floating around (like a shell of an organism or a coral)? e. Below 3 to 4 km depth in the ocean, all calcite dissolves. This happens for two reasons illustrated in the graph below. What are these two reasons? DEPTH (km) 40 80 [co] (μmol/kg) • 8000 120 160 200 240 280 ATLANTIC 18°S-31°W ARAGONITE SATURATION CALCITE SATURATION 10
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