It must be done and shown by using programmes i mentioned.

a-) Let x1(t) be the part with positive alternans of a triangular wawe with = X peak amplitude and period T. Let x2(t) be the part with negative alternans of a triangular wawe with X peak amplitude and period T. It is known that x1(t) and x2(t) can't take any value except 0 at the same time. Let y(t)= 2x + x1(t) + x2(t) Find Average values, Absolute average values and Effective values of y(t), x1(t) and x2(t) by using LABVIEW, TINA or Powersim (X=1, T=20 [ms]) a-) Let x1(t) be the part with positive alternans of a triangular wawe with = X peak amplitude and period T. Let x2(t) be the part with negative alternans of a triangular wawe with X peak amplitude and period T. It is known that x1(t) and x2(t) can't take any value except 0 at the same time. Let y(t)= 2x + x1(t) + x2(t) Find Average values, Absolute average values and Effective values of y(t), x1(t) and x2(t) by using LABVIEW, TINA or Powersim (X=1, T=20 [ms])