(1)
(2):2x+3y=k-1.(1)
3x+2y=3k+1.(2)
(2)-(1)得 x-y=2k+2,故有2x-2y=4k+4.(3)
(1)-(3)得 5y=-3k-5,故y=-(3k+5)/5,x=y+2k+2=-(3k+5)/5+2k+2=(7k+5)/5
因为x>y,所以x-y=(7k+5)/5+(3k+5)/5=(10k+10)/5=2k+2>0,故有K>-1.
(1)
(2):2x+3y=k-1.(1)
3x+2y=3k+1.(2)
(2)-(1)得 x-y=2k+2,故有2x-2y=4k+4.(3)
(1)-(3)得 5y=-3k-5,故y=-(3k+5)/5,x=y+2k+2=-(3k+5)/5+2k+2=(7k+5)/5
因为x>y,所以x-y=(7k+5)/5+(3k+5)/5=(10k+10)/5=2k+2>0,故有K>-1.