2/3x -1/2 =3/4
0.125A+B=47541
0.25A+B=40776
Use i = (0, 1) and y = (y, 0) to verify that −(iy) = (−i)y. Thus show that the additive
inverse of a complex number z = x +iy can...
64/7=43/9+23/6+x
$(13+3y)^{2}$
x-2y=5
x^2-y^2-3xy=0
0.125A+B=40776
0.25A+B=67782
6x^2+13x-5=0
x+y=16
x-y=0