Rozwiąż algebraiczne układy równań
x*y=2
x-y+1 = 0
x*y=0
y=-x-2
1
xy=2
x-y+1=0
x=2/y
(2/y)-y+1=0 I*y
2-y²+y=0
delta=1+8=9
y1=-1-3/-2=2
y2=-1+3/-2=-1
x=1 lub x=-2
2
xy=0
(-x-2)*x=0
-x²-2x=0
-x(x+2)=0
x=0 lub x=-2
y=-2 lub y=0
x * y = 2 / : y
x-y + 1 = 0
x = 2y
2y -y + 1 = 0
y + 1 - 0 / -1
y= -1
x = -2
y = -1
x * y = 0
y= x-2
x * y =2 - 0 / +2
2x = 2 / :2
x= 1
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1
xy=2
x-y+1=0
x=2/y
(2/y)-y+1=0 I*y
2-y²+y=0
delta=1+8=9
y1=-1-3/-2=2
y2=-1+3/-2=-1
x=1 lub x=-2
2
xy=0
y=-x-2
(-x-2)*x=0
-x²-2x=0
-x(x+2)=0
x=0 lub x=-2
y=-2 lub y=0
x * y = 2 / : y
x-y + 1 = 0
x = 2y
2y -y + 1 = 0
x = 2y
y + 1 - 0 / -1
x = 2y
y= -1
x = -2
y = -1
x * y = 0
y= x-2
x * y =2 - 0 / +2
y= x-2
2x = 2 / :2
y= x-2
x= 1
y = -1