no sistema no 2 grau -x+y=3 xy=18
Soluções para a tarefa
Respondido por
1
y=3+x
xy=18
x=18/y
x=18 / (3+x)
3x+x^2=18
x^2+3x-18=0
baskara:

y=3+(3)
y=6
ou
y=3+(-6)
y= -3
Portanto, x=3 e y=6 ou x=(-6) e y=-3
xy=18
x=18/y
x=18 / (3+x)
3x+x^2=18
x^2+3x-18=0
baskara:
y=3+(3)
y=6
ou
y=3+(-6)
y= -3
Portanto, x=3 e y=6 ou x=(-6) e y=-3
Perguntas interessantes