Task:
How many moles of ATP and NADPH are required to convert 6 moles of CO2 to fructose-6-phosphate? Give all the reactions involved.
Solution:
The reactions include:
C5H8P2O114- + CO2 + H2O → 2 C3H4PO73- + 2 H+(aq)
6 C3H4PO72- + 6 ATP = 6 C3H4P2O104- + 6 ADP
6 C3H4P2O104- + 6 NADPH + H+(aq) = 6 C3H5PO62- + 6 NADP+ + 6 Pi
5 C3H5PO62- + 2 H2O → 3 C5H9PO82- + 2 Pi
2 glyceraldehyde-3-phoshate = 2 dihydroxyacetone phoshate
2 C3H5PO62- = 2 C3H5PO62-
C3H5PO62- + C3H5PO62- = C6H10P2O124-
The Calvin Cycle equation is: 3CO2 + 6NADPH + 5H2O + 9 ATP → G3P + 2 H+ + 6 NADP+ + 9 ADP + 8 Pi
So according to that, to make 1 molecule of glucose, you need 6 moles of CO2:
6CO2 + 18ATP + 12NADPH + 12 H2O = C6H12O6 + 18 ADP + 18 Pi + 12 NADP+ + 6H+
Answer: 18 moles of ATP and 12 moles of NADPH.
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