MATLAB: How to solve 5 equations with 5 unknowns. solver Euqaitons are below. T=300+200x -r=0.1*k*(1-x-(x/K_c)) 2500=x/(-r) ln(k/0.01)=5033*((1/300)-(1/T)) K_c=10*exp(3020*((1/450)-(1/T)) there are 5 unknown(T, x, -r, k, K_C) Please help me determine them Best Answer Use the Symbolic Math Toolbox: syms T x r k K_c Eq1 = T==300+200*xEq2 = -r==0.1*k*(1-x-(x/K_c))Eq3 = 2500==x/(-r)Eq4 = log(k/0.01)==5033*((1/300)-(1/T));Eq5 = K_c==10*exp(3020*((1/450)-(1/T)));S = solve([Eq1,Eq2,Eq3,Eq4,Eq5])K_c = S.K_cT = S.Tk = S.kr = S.rx = S.xproducing: K_c =17.035850243008982963302938775977 T =488.80156878875638115282331218132 k =6.5200672012411590417154405645886 r =-0.00037760313757751276230564662436265 x =0.94400784394378190576411656090662. Related SolutionsMATLAB: How to implement the following x=rand(10,1);mu=randi(49,1,1)/100+0.0001% example for k=1:length(x)-1 if x(k)>=0 & x(k)<mu x(k+1)=x(k)/mu elseif x(k)>=mu & x(k)<0.5 x(k+1)=(x(k)-mu)/(0.5-mu) elseif x(k)>=0.5 & x(k)<1 x(k+1)=(1-x(k))/mu end end MATLAB: Help, pls how can i convert from syms to double It's true that you haven't used s but the answer to your question is as easy as this:>> syms s>> number=s+s-3/4 %The result will be 3/4 as symbolic>> number2=double(number) %Now the result is 0.7500So, the function is double(var)Hope it's useful. Regards Related QuestionStrange behavior of dsolveIs the ODE solver saying not enough input argumentsError using syms and subsI need help solving an ODE using the Runge Kutta method. The values I obtain for “A” are correct, but the value I receive for “C” are incorrect.
Best Answer