3x + 6y = 12
2x + 6y = -10
Soluções para a tarefa
Respondido por
29
3x + 6y=12
2x +6y=-10 •(-1)
3x + 6y=12 (1)
-2x - 6y=10 (2)
=> x=22
X em (1):
3 • 22 + 6y=12
66 + 6y=12
6y=-66 + 12
6y=-54
Y=-9
2x +6y=-10 •(-1)
3x + 6y=12 (1)
-2x - 6y=10 (2)
=> x=22
X em (1):
3 • 22 + 6y=12
66 + 6y=12
6y=-66 + 12
6y=-54
Y=-9
Respondido por
6
Por comparação:


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