This is the answer but I do not understand how it was balanced this way. If someone could leave an explanation that would be great. thanksIj
KIndly take a look at the electron transport chain and Krebs cycle/ TCA cycle for better understanding.
First, consider the balanced equation,
5 molecules of NADH, 1 molecule of FADH2 and 4 molecules of ADP; Pi are formed.
Now, in the electron transport chain (ETC/ETS) each molecule of NADH will be oxidized to NAD+ and it will produce 2.5 molecules of ATP and each molecule of FADH2 will produce 1.5 ATP and the terminal electron acceptor oxygen will consume the electrons and will be reduced to H2O.
So, if we consider ETS, 5 NADH and 1 FADH2 will produce a total of (5*2.5) + 1.5 = 14 ATP and 6 oxygen atom or 3 oxygen molecule will be reduced to 6 H2O.
Now, as the reaction has already utilised 4 ATP, the total ATP gain = 10 ATP.
So, we can write the reaction in the following way.
Now, 2 acetyl-CoA will be oxidized. First, by the TCA cycle, each acetyl-CoA will be oxidized and will produce 3 NADH, 1 FADH2, 1 GTP, and 2 CO2.
Now by the ETS, 3 NADH and 1 FADH2 will produce a total of (2.5*3) + 1.5 = 9 ATP and 2 molecules of O2 will be reduced. 1 GTP will give rise to 1 ATP. So, a total of 10 ATP will produce by the complete oxidation of 1 acetyl-CoA.
So, by the complete oxidation of 2 acetyl-CoA, 20 ATP and 4 molecule of CO2 will be produced and 4 molecules of O2 will be reduced.
So, the total reaction will become,
This is the answer but I do not understand how it was balanced this way. If...
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