one o2 molecule
true
Millions Nothing. Because every seconds it's produce 3 PGA molecules and it needs 6 PGA molecules
An inorganic molecule required by green plants for the process of photosynthesis is carbon dioxide.
Yes. Pyruvate is a product of glycolysis. This molecule contains three carbons. For every molecule of glucose that enters the glycolytic pathway, two molecules of pyruvate are formed
Biology textbooks often state that 38 ATP molecules can be made per oxidized glucose molecule during cellular respiration (2 from glycolysis, 2 from the Krebs cycle, and about 34 from the electron transport system).
Every molecule
true
Six CO2 molecules will be produced for every glucose molecule completely oxidized. Glucose contains six Carbon atoms, hence the six CO2 molecules.
Oxygen which comes from the synthesis of glucose. Oxygen is the by product of 6CO2 + 6H2O to make C6H12O6 releasing three Oxygen (O2) molecules for every molecule of glucose produced.
about 36 to 38 ATP molecules are produced for every glucose molecule.
At least sixthis is because photosynthesis uses Carbon Dioxide, Water and Sunlight, to produce glucose. A glucose molecule is made of 6 carbon, 6 oxygen, and 12 hydrogen atoms. Since carbon dioxide is the only molecule in photosynthesis containing carbon atoms, and it only contains one per molecule, you would need a minimum of six molecules of it combined with six molecules of water in order to produce glucose. (with an extra 12 oxygen atoms)
Chlorophyll A :)
The products of cellular respiration that end up being released are water and carbon dioxide. There are 6 molecules of each of these for every molecule of glucose that is broken down.
About 36 ATP molecules for every glucose molecule.
In every mole there are only 6.023X1023 molecules irrespective of the compound.
That is the major process. It generates almost every oxygen molecule
Thinking logically here... USING MY BRAIN!!! If there is 1 molecule of water for every 1 molecule of water, then the proportion of water molecules in water will be the same. 1:1.