Question

In: Biology

You inoculate two species of yeast, A and B, into a lab beaker and let them...

You inoculate two species of yeast, A and B, into a lab beaker and let them compete for the only energy source, gluocse, which they respire using O2 (the only terminal electron acceptor they can use). The two yeast species are identical with the exception that species A has 10 c-subunits in the F0 unit of ATP-synthase, while species B has 11 c-subunits. After growing them overnight, (A) which species, A or B, dominates the culture and (B) why? The following day, you repeat the experiment but this time you let the two yeast compete with each other in the absence of O2 (i.e. you grow them anaerobically). Under these conditions, after growing them overnight, (C) which of the two dominates, and (D) why?

please only respond if you are sure of the correct answer thank you! help!

Solutions

Expert Solution

In the first case, the yeast are grown in presence of oxygen which is the only terminal electron acceptor they can use. So two protons will be pumped out as oxygen accepts the electron and becomes reactive to form metabolic water. The two yeast species are identical with the exception that species A has 10 c-subunits in the F0 unit of ATP-synthase, while species B has 11 c-subunits. Therefore, 10 protons can flow from F0 to F1 unit in species A, whereas in species B, 11 protons can flow. So in species B there is an additional flow of 1 proton in F1 via F0 of ATP-synthase. The synthesis of one ATP is driven by the flow of 3 protons through the ATP-synthase. So, here for pumping of 2 protons number of ATP molecules generated= for both species A and B, but when all the protons are available then there will be excess 0.33 moles of ATP produced in species B due to the flow of 1 additional proton in its ATP-synthase. So in the first case, species B will dominate in presence of oxygen.

In the second case, the two yeast species are grown in absence of oxygen, i.e anaerobically. In absence of oxygen the only mechanism to utilise glucose is via glycolysis where the end product, pyruvate is converted to alcohol or lactic acid depending on the mode of fermentation. In both types of fermentation, the net gain is 2 ATP which is produced as a result of glycolysis via substrate level phosphorylation. So when the two yeast species A and B are grown anaerobically, then both of them will grow simultaneously because the intermediates formed in glycolysis cannot enter electron transport system, so the ATP synthase remain non functional as it is not involved in oxidative phosphorylation.


Related Solutions

Say you are presented with two beakers, beaker A and beaker B, each containing a white,...
Say you are presented with two beakers, beaker A and beaker B, each containing a white, powdery compound. a. From your initial observations, you suspect that the two beakers contain the same compound. Describe, in general terms, some experiments in a laboratory that you could do to help prove or disprove that the beakers contain the same compound. b. Would it be easier to prove that the compounds are the same or to prove that they different? Explain your reasoning....
Suppose you make TSA plates and inoculate them with Escherichia coli. After incubating the microbe for...
Suppose you make TSA plates and inoculate them with Escherichia coli. After incubating the microbe for 24 hours, you notice nothing grew. What could explain this
You have isolated a strain of brewer’s yeast (Saccharomyces cerevisiae) in the lab for your second...
You have isolated a strain of brewer’s yeast (Saccharomyces cerevisiae) in the lab for your second job at a hip new microbrew . You find that this strain ferments more efficiently and adds a superior flavor profile to your brews. You want to clone the strain of yeast and generate a genomic library to determine the genes responsible for this finding. To do so you: Obtain fragments of the whole yeast genome (DNA) through restriction digestion Open your vector and...
Let A and B be two non empty bounded subsets of R: 1) Let A +B...
Let A and B be two non empty bounded subsets of R: 1) Let A +B = { x+y/ x ∈ A and y ∈ B} show that sup(A+B)= sup A + sup B 2) For c ≥ 0, let cA= { cx /x ∈ A} show that sup cA = c sup A hint:( show c supA is a U.B for cA and show if l < csupA then l is not U.B)
A forest is populated with two species of​ animals, A and B. The forest supplies two...
A forest is populated with two species of​ animals, A and B. The forest supplies two kinds of​ food, F1 and F2. For one​ year, each member of species A requires 1 unit of F1 and 0.5 units of F2. Each member of species B requires 0.2 units of F1 and 1 unit of F 2. The forest can normally supply 550 units of F1 and 1265 units of F2 per year. What is the maximum total number of animals...
In this week’s lab you will look for examples of phenotypic variation within and between species...
In this week’s lab you will look for examples of phenotypic variation within and between species of plants, using both your unassisted eye and a microscope. But what sorts of phenotypeswill you not be able to observe in lab, and might they be variable, too? In your answer, detail two other kinds of unobservable (with our methods) phenotype that might vary within and between species and give a concrete example of each.
QUESTION 36 Consider two theoretical transposable elements in yeast, A and B. Each contains an intron...
QUESTION 36 Consider two theoretical transposable elements in yeast, A and B. Each contains an intron and each transposed to a new location in the yeast genome. Suppose you then examine the transposons for the presence of the intron. In the new locations, you find that A has no intron but B does. From these facts, what can you conclude about the mechanisms of transposition for the two transposable elements? A. A probably doesn't create a duplication of the host...
a. Assuming you have two projects A and B and both of them have negative NPV...
a. Assuming you have two projects A and B and both of them have negative NPV and IRR less than cost of capital. Is there conflicts of interests between stockholders and bondholders? If so, why do they have conflicts? Please give two examples/situations where there is conflict of interests between the two parties. b. Discuss the benefits of diversification among different stocks. What is the limiting case of diversification. If you can only buy stocks, can you diversify away market...
Hey, please write in c++. This a two-part lab but I did not put them on...
Hey, please write in c++. This a two-part lab but I did not put them on a separate question then it would be confusing to the who is answering it. The first part is already done and the code is down below but I wanted to provide the instructions for it just in case. Please follow the instructions and provide comments helps me understand if you could, make sure the code meets all the criteria, It should be an easy...
(V) Let A ⊆ R, B ⊆ R, A 6= ∅, B 6= ∅ be two...
(V) Let A ⊆ R, B ⊆ R, A 6= ∅, B 6= ∅ be two bounded subset of R. Define a set A − B := {a − b : a ∈ A and b ∈ B}. Show that sup(A − B) = sup A − inf B and inf(A − B) = inf A − sup B
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT