The right commands to solve the following system of differential equations are: x' = 2x - 6y, *(0) = 1 Wy' = x + 3y, y(0) = -2 syms x(t) y(t) odel-diff(x,1)=x+2*y; ode2 diff(y.t) 3*x+2*y: odes [odel ode2]; conds [condi cond2]; [xSolt.ySol(1) Edsolve(odes,conds) Miovedina->*x--6ydmy**** MD1,903 the above the above syms x(t) y(t) odel-diffex.t)=2x - 6*y: ode2-diffy.1) -=x+3*y; odes-fodel ode2] condl=x(0=1 cond2=y( 0-2 conds-[condi cond] [xSolt)ySold)] = dsolverodes.conds)