MATLAB ONLY

Use ode45 (matlab script provided above) to solve the differential equation you wrote in Part A (provided above). Plot two series forCA(t): use a solid black line for the exact (analytic) solution you derived in Part A, and use open, black circles for the solution calculated by ode45.

%% Solution Script % Solve the ODE % t ind. var %x= dep. var tspan [tmin tmax]; = initialCondition ; [tsol, xsol] ode45 (@(t, x) myOdeFunc(t, x), tspan, x0); % Analyze the results (optional; your analyses will vary) plot(tsol, xsol) %% ODE Function function dxdt = my0deFunc(t, x) dxdt - yourFunctionGoesHere; end dCA dt din CA =1 _kdt AO %% Solution Script % Solve the ODE % t ind. var %x= dep. var tspan [tmin tmax]; = initialCondition ; [tsol, xsol] ode45 (@(t, x) myOdeFunc(t, x), tspan, x0); % Analyze the results (optional; your analyses will vary) plot(tsol, xsol) %% ODE Function function dxdt = my0deFunc(t, x) dxdt - yourFunctionGoesHere; end dCA dt din CA =1 _kdt AO