blem 2: 10pts Using the Hodgkin-Huxley (H-H) model for Action Potential propagation, write a function that solves the H-H model for the Action Potential (Vm(t)) as a dynamic variable. Use the equations outlined in section 3.3 in your book, accounting for the numerical scaling of the equations when considering the numerical values of constants within the model. The associated constants are given from Table 3.2 in your book Table 3.2 Fixed parameter values for the Hodgkin-Huxley model 36 mS/cm 120 mS/cm 0.3 mS/cm2 12 mV 115 mV 10.6 mV I uF/cm2 VK VNa Use the input parameters I = 25mA tune = 100ms n(t = 0) = 0.5mS / cm? m(r = 0) 0.006mS/cm2 and the function you wrote for solving the Goldman equation for membrane potential to generate the intial value of the membrane potential at (t -Os), then run and test your simulation (MATLAB function) blem 2: 10pts Using the Hodgkin-Huxley (H-H) model for Action Potential propagation, write a function that solves the H-H model for the Action Potential (Vm(t)) as a dynamic variable. Use the equations outlined in section 3.3 in your book, accounting for the numerical scaling of the equations when considering the numerical values of constants within the model. The associated constants are given from Table 3.2 in your book Table 3.2 Fixed parameter values for the Hodgkin-Huxley model 36 mS/cm 120 mS/cm 0.3 mS/cm2 12 mV 115 mV 10.6 mV I uF/cm2 VK VNa Use the input parameters I = 25mA tune = 100ms n(t = 0) = 0.5mS / cm? m(r = 0) 0.006mS/cm2 and the function you wrote for solving the Goldman equation for membrane potential to generate the intial value of the membrane potential at (t -Os), then run and test your simulation (MATLAB function)