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Biomorph Challenge #4


Marine Biology: Animals and Ocean

1. The Biomorphs reassure you: "Our technology will add only 0.0001 moles/liter of hydrogen ions to your ocean. This tiny amount will have no effect on the ecosystem."

What do you say?

A concentration of 0.0001 moles/liter may look small, but it adds acidity equivalent to -log(0.0001M) = pH 4. This pH is acidic and will dissolve all calcium carbonate in the shells of marine animals. There will be no more coral, and many algal producers will go extinct.


2.  The evolution of cephaglobinids of Shora is measured by a "molecular clock" gene whose sequence varies by mutation at 0.8% change per million years. The following table shows the percent relatedness of all pairs of species. Based on this table, draw a phylogenetic tree showing divergence with time (on the x axis). 

Label

Creature

% Relatedness to

A

B

C

D

E

F

G

A

Small blue-striped
rocket squid

 

100

42

72

72

72

63

92

B

Legfish

 

42

100

42

42

42

42

42

C

Starworm

 

72

42

100

96

87

63

72

D

Fleshborer

 

72

42

96

100

87

63

72

E

Shockwraith

 

72

42

87

87

100

63

72

F

Seaswallower

 

63

42

63

63

63

100

63

G

Large brown-spotted
rocket squid

 

92

42

72

72

72

63

100

Draw map using these divergence times:

(100 – 42)% / 0.8 % change per million years = 72.5 million years

(100 – 63)% / 0.8% = 46.3 million years

(100 – 72)% / 0.8% = 35 million years

(100 – 87)% / 0.8% = 16.3 million years

(100 – 92)% / 0.8% = 10 million years

(100 – 96)% / 0.8% = 5 million years

 

 

3.  The pH of Shora’s ocean is 8.35. 

(a) Calculate the concentration of H+ in the water.

[H+] = 10-8.35 = 4.47 x 10-9 moles/liter (Molar)

(b) Is this pH good for the "raft corals"? Explain why or why not.

pH 8.35 is good for the raft corals because it is well above the level at which calcium carbonate dissolves from their shells.

4.  As CO2 dissolves in water, some of it converts to carbonic acid, which releases hydrogen ions.  Write the chemical equation for these processes.

CO2 + H2<->  H2CO3  <-> HCO3-  +  H+ 


5. In human blood, if the bicarbonate/CO2 ratio is 30, what is the blood pH? What medical problems does this cause?

The Henderson-Hasselbalch equation is:
blood pH = 6.1 + log10 HCO3-/CO2

pH = 6.1 + log(30) = pH 7.58. This pH value is way too high above 7.4; may cause convulsions. [Too low would cause coma.]


6.  In seawater, the acid dissociation constant (Ka) for carbonic acid is 9.3 x 10-7M (moles per liter). 

(a) Estimate the percent ionization (dissociation) of solutions with the following concentrations (moles/liter) of carbonic acid. Assume that only a tiny amount of carbonic acid is dissociated, and that no other acids contribute hydrogen ions:
0.0001 M
0.001 M
0.01 M

For 0.0001 M carbonic acid (H2CO3):

Ka = 9.3 x 10-7 = [H+][HCO3-] / [ H2CO3] = x2 /(0.01 M – x)

Assume most carbonic acid stays protonated:
Ka = 9.3 x 10-7 = x2 / 0.01 M               

x = sqrt (9.3 x 10-11) = 9.64 x 10-6 moles/liter           pH = 5.02

% ionization = (amt ionized/original) x 100 = (9.64 x 10-6M / 10-4M) x 100 = 9.6%

 

For 0.001 M carbonic acid (H2CO3):

Ka = 9.3 x 10-7 = [H+][HCO3-] / [ H2CO3] = x2 /(0.001 M – x)

Assume most carbonic acid stays protonated:
Ka = 9.3 x 10-7 = x2 / 0.001 M               

x = sqrt (9.3 x 10-10) = 3.05 x 10-5 moles/liter           pH = 4.51

% ionization = (bicarbonate ion /original) x 100 = (3.05 x 10-5M / 10-3M) x 100 = 3.05%

 

For 0.01 M carbonic acid (H2CO3):

Ka = 9.3 x 10-7 = [H+][HCO3-] / [ H2CO3] = x2 /(0.01 M – x)

Assume most carbonic acid stays protonated:
Ka = 9.3 x 10-7 = x2 / 0.01 M               

x = sqrt (9.3 x 10-9) = 9.64 x 10-5 moles/liter           pH = 4.02

% ionization = (amt ionized/original) x 100 = (9.64 x 10-5M/ 10-2 M ) x 100 = 0.96%

 

(b)  Calculate the pH at each concentration. Comment on the trend you see in your results. What does it imply for the effect of increasing Earth's atmospheric CO2 on marine life?

For 0.0001 M, x = sqrt (9.3 x 10-11) = 9.64 x 10-6 moles/liter           pH = 5.02
For 0.001 M, x = sqrt (9.3 x 10-10) = 3.05 x 10-5 moles/liter           pH = 4.51
For 0.01M, x = sqrt (9.3 x 10-9) = 9.64 x 10-5 moles/liter           pH = 4.02

Trends:  as the concentration of the acid increases, the pH decreases, and therefore acidity (H+ concentration) increases.  The trend shows how increasing CO2 dissolving as carbonic acid will acidify Earth's ocean.


7. The biology of cooperation: Examples from Shora, and from real life.

(a) Microbes cooperate with other organisms: Explain an example from Shora, and an example from real life. Explain why the cooperation is favored by natural selection.

On Shora, breathmicrobes in human skin help Sharers breathe under water. The breathmicrobes gain nutrients and protection from predators. Both partners gain more than they could apart; therefore, the mutualism is favored by natural selection.

Algae within a predatory paramecium photosynthesize, providing nutrients for their host, which protects them from predation. The mutualism is favored, so long as light is available for photosynthesis and the paramecium is well fed. When the paramecium starves, it may digest the algae.

Human digestive bacteria contribute 15% of our caloric uptake. The bacteria receive nutrients and protection. The mutualism is favored so long as the human is well fed.

(b) Large animals and/or plants cooperate with each other: Explain an example from Shora, and an example from real life. Explain why the cooperation is favored by natural selection.

On Shora, rafts harbor nests of fleshborers that attack seaswallowers, thereby protecting the raft. The fleshborers receive a secure home on the ocean, and a supply of food (fish feeding on the raft). The system is favored because each partner benefits.

Tick birds feed on parasites on the hides of animals such as buffalo or rhinoceros. Similarly, wrasses feed on parasites from larger fish. The partners tolerate each other because the one receives nutrition whereas the other is rid of energy-draining parasites.

Plants such as the acacia tree provide a home and nutrition for ants that protect the tree from browsing animals. The system is favored so long as animals are trying to browse the tree. Without browsing, the plants provide less support for the ants.