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During an action potential, Na^+ ions move into the cell at a rate of about 3x10^-7 mol/m^2*s.

How much power must be produced by the "active Na^+ pumping" system to produce this flow against a +30-mV potential difference? Assume that the axon is 40cm long and 30um in diameter.

I am not familiar with the terminology. How can a "potential" be an event or a time interval?

Power = (current) x (voltage)

The voltage is apparently 30*10^-3 V

Convert the 3x10^-7 mol/(m^2*s) to
coulombs/(m^2*s)
1 mole of Na+ ions contains 6.02*10^23 ions with a charge of 9.63*10^4 Coulombs. Your ion flux is 2.89*10^-2 Amps/m^2

Multiply that by the appropriate axon area.

During an action potential, Na^+ ions move into the cell at a rate of about 3x10^-7 mol/m^2*s.

How much power must be produced by the "active Na^+ pumping" system to produce this flow against a +30-mV potential difference? Assume that the axon is 40cm long and 30um in diameter.

I am not familiar with the terminology. How can a "potential" be an event or a time interval?

Power = (current) x (voltage)

The voltage is apparently 30*10^-3 V

Convert the 3x10^-7 mol/(m^2*s) to
coulombs/(m^2*s)
1 mole of Na+ ions contains 6.02*10^23 ions with a charge of 9.63*10^4 Coulombs. Your ion flux is 2.89*10^-2 Amps/m^2

Multiply that by the appropriate axon area.

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