①   H+ +  HCO3─ +  Pi   →  Carboxyphosphate  + H2O               ∆G0’ =+19.7 kJ mol-1 ②       ATP  +  H2O   →     ADP  +  Pi  +  H+                                  ∆G0’ = ─30.5 kJ mol-1 ③ Carboxyphosphate + pyruvate  →   oxaloacetate + Pi                 ∆G0’ = ??? kJ mol-1                       ④  Overall reaction: ATP + HCO3─ +  pyruvate   →   oxaloacetate + ADP + Pi                ∆G0’ = ─2.1 kJ mol-1  a) Use reactions ①, ② and overall reaction ④ to calculate the ∆G0’ for the formation of oxaloacetate from pyruvate and carboxyphosphate (reaction ③ above). Use reactions ①, ② and overall reaction ④ to calculate the ∆G0’ for the formation of oxaloacetate from pyruvate and carboxyphosphate (reaction ③ above). b) Now calculate ∆G0’ for the formation of oxaloacetate from pyruvate and bicarbonate in the absence of ATP.  c) Explain the difference in your answers to parts a and b.

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①   H+  HCO3 +  Pi   →  Carboxyphosphate  + H2O               ∆G0’ =+19.7 kJ mol-1

②       ATP  +  H2O   →     ADP  +  Pi  +  H+                                  ∆G0’ = ─30.5 kJ mol-1

③ Carboxyphosphate + pyruvate  →   oxaloacetate + Pi                 ∆G0’ = ??? kJ mol-1

                      ④  Overall reaction:

ATP + HCO3 +  pyruvate   →   oxaloacetate + ADP + Pi                ∆G0’ = ─2.1 kJ mol-1

 a) Use reactions ①, ② and overall reaction ④ to calculate the ∆G0’ for the formation of oxaloacetate from pyruvate and carboxyphosphate (reaction ③ above).

Use reactions ①, ② and overall reaction ④ to calculate the ∆G0’ for the formation of oxaloacetate from pyruvate and carboxyphosphate (reaction ③ above).

b) Now calculate ∆G0’ for the formation of oxaloacetate from pyruvate and bicarbonate in the absence of ATP. 

c) Explain the difference in your answers to parts a and b.

Expert Solution
Step 1: Given data

The given reactions are:

1. space H to the power of plus space plus space H C O subscript 3 superscript minus space plus space P subscript i rightwards arrow C a r b o x y p h o s p h a t e space plus space H subscript 2 O space colon space increment G degree subscript 1 equals plus 19.7 space k J divided by m o l
2. space A T P space plus space H subscript 2 O rightwards arrow A D P space plus space P subscript i space plus space H to the power of plus space space space colon space increment G degree subscript 2 equals negative 30.5 space k J divided by m o l
3. space C a r b o x y p h o s p h a t e space plus space p y r u v a t e space rightwards arrow o x a l o a c e t a t e space plus space P subscript i space space colon space increment G degree subscript 3 equals n o t space g i v e n
4. space A T P space plus space H C O subscript 3 superscript minus space plus space p y r u v a t e space rightwards arrow space o x a l o a c e t a t e space plus space A D P space plus space P subscript i space space colon space increment G degree subscript 4 equals negative 2.1 space k J divided by m o l

The reaction 4 is the overall reaction. ΔG represents the change in standard Gibbs energy for the process. 

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