Matlab - Computer Science

The right commands to solve the following system of differential equations are: Sx' = 2x - 6y, x(0) = 1 ly' = x + 3y, y(0) = -2 dsolve(Dx-2*x - 6*y', Dyx+3y", "x(0)-I'. "y(0--2") syms x(t) yt) odel=diff(x,t)=x+2*y; ode2 diff(y,t) 3*x+2*y; odes Codel; ode2]; conds=[condl;cond2]; [xSol(1),ySol(t)] = dsolve(odes,conds) the above the above syms xt) y(t) odel=diff(x,t)=2*x - 6*y; ode2=diff(y,1)=x+3*y; odes=[odel;ode 2]; condl=x(0)-1; cond2=y(0)=-2; conds=[condl;cond2]; [xSol(t).ySolt)] = dsolve(odes,conds) None of the other options the above the above