solve the linear system of equatioans below are underdetermined because there are fewer equations than unknowns. 3x+4y-z=2, -2x+2y+2z=3 the following system of linear equations is called overdetermined because it has more equations than variables. 5x1-4x2=6, 4x1+3x2=-1, 3x1+2x2=6 in the following exercises if the answer is yes give an example of linear system of described type.show that the solution to the linear system has the described properties. if you create a graph include it with your pdf with responses. if the answer is no explain why there cant be a linear system with described properties. 1) there are consistent underdetermined linear systems with three independent variables. 2) there are consistent overdetermined linear systems with three independent variables. 3) there are inconsistent underdetermined linear systems with three independent variables. 4) there are inconsistent overdetermined linear systems with three independent variables. 5) explain why you would expect an overdetermined linear system to be incosistent? (must this always be the case)? 6) explain why you would expect an underdetermined linear system to have infinetly many soultions?