Answers: 2
![\triangle G = \triangle G^0 + R \times T \times In\frac{[X]_{inside}}{[X]_{outsdie}}](/tpl/images/0770/6009/a0882.png)
![[X]_{inside} = concentration\ of\ glucose\ inside\ the\ cell = 0.5mM\\ {[X]}_{outside} = concentration\ of\ glucose\ outside\ the\ cell = 5mM](/tpl/images/0770/6009/1becf.png)
![\triangle G = 0 + (2) \times (310) \times In\frac{[0.5]}{[5]} \\\triangle G = 620 \times In (0.1)\\\triangle G = 620 \times (-2.3)\\\triangle G = -1426\ cal/mol\\\triangle G = 1.43\ kcal/mol](/tpl/images/0770/6009/41d9d.png)
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suppose that glucose concentration in a red blood cell is 0.5mm and the concentration outside of the...
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