Biology, asked by mrudula618, 11 months ago

aerobic condition producing alcohol value of RQ will be​

Answers

Answered by cosmiccreed
2

Answer:

Yeast glucose consumption rate and respiratory quotient (RQ). Under purely respiratory metabolism at low biomass formation (growth) rates, roughly one CO2 molecule will be produced for each O2 molecule consumed. Fermentation does not require molecular O2 as the final electron acceptor, and will only produce one CO2 in the first decarboxylation step of each pyruvate. Hence, RQ ratios that are significantly greater than one indicate a fermentative activity. All ethanol-forming yeasts have RQ ratios significantly greater than one, while all non-ethanol forming yeasts have an RQ close to, or equal to one. The average glucose consumption rates (left) and RQ ratios (right) between biological replicates are illustrated for cultures at steady-state (SS), time interval 5–20 minutes (Early-phase) and time interval after 60 minutes (Late-phase) while glucose was still present after a glucose pulse

Explanation:

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Answered by gratefuljarette
0

Aerobic condition producing alcohol value of RQ will be yeast glucose consumption ratio and respiratory quotient.

Explanation:

  • Yeast glucose consumption ratio and (RQ). Beneath solely respiratory metabolism at deep biomass building ratios, approximately one Cabon dioxide molecule will exist generated for every oxygen molecule depleted.
  • Fermentation does not need O2 as the last electron acceptor.RQ rates that are considerably bigger than one predict a fermentative action.
  • All ethanol-forming yeasts retain RQ rates relatively bigger than one, while all non-ethanol shaping yeasts have an RQ closing too, or comparable to one.
  • The ordinary glucose consumption taxes (left side) and RQ rates (right) between biological replicates are exemplified for civilizations at steady-state, time interval is 5–20 minutes early phase, and time interval after 60 minutes is a late phase, while glucose was, however, existing after a glucose pulse.
  • Mistake bars approximately the standard deviation.

To learn more:

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