Solve the following ode's numerically, using matlab.
for a given system of ode's,
dcc dt
\frac{dcs}{dt}= y_{sc}*(-r_{g})-r_{sm}
\frac{_{d_{cp}}}{dt}=r_{g}*y_{pc} given the parameters rd = 0.1 * cc; ysc = 1/0.08; ypc = 5.6; ks = 1.7; m = 0.03; umax = 0.33; rsm = m* cc; kobs = umax (1-cp/93)^0.52; rg = kobs (cc cs)/(ks+cs). initial conditions: cc(t=0) = 1; cs(t=0) = 250; cp(t=0) = 0.
use matlab to:
1. plot cc, cs, cp versus t
2. plot rg, rsm, rd versus t
3. plot kobs versus t