Respuesta :
6x + 3y = 9
2x + 3y = 1
subtracting both equation we get
4x = 8 then
x = 2 and putting the value of x in any one equation we get the value of y
that is y = -1
options A is correct
2x + 3y = 1
subtracting both equation we get
4x = 8 then
x = 2 and putting the value of x in any one equation we get the value of y
that is y = -1
options A is correct
Solution 1 ▶6(x )+ 3(y) = 9
Solution 2 ▶2(x) + 3(y) = 1
Graphic organizer ▶3(y) + 6(x) = 9⬇
3(y)+ 2(x) = 1
Solution 2⬇
keep in mind the '2' becomes a negative!
▶3(y) = -2(x) + 1
▶(y) = -2(x) ÷ 3 + 1 ÷ 3
Solution 1⬇
x-intercept
6(x )+ 3(-2)(x)÷3+1÷3) = 9
▶ 4(x) = 8
▶4(?) = 8
▶x = 2
y-intercept⬇
▶(y) = -2(x)÷3+1÷3
▶(y) = (-2÷3)(2)+1÷3 = -1
▶y= -1
x-intercept: 2
y-intercept: -1
So, therefore your answer for this problem would have to be option A. x =2 , y = -1
Solution 2 ▶2(x) + 3(y) = 1
Graphic organizer ▶3(y) + 6(x) = 9⬇
3(y)+ 2(x) = 1
Solution 2⬇
keep in mind the '2' becomes a negative!
▶3(y) = -2(x) + 1
▶(y) = -2(x) ÷ 3 + 1 ÷ 3
Solution 1⬇
x-intercept
6(x )+ 3(-2)(x)÷3+1÷3) = 9
▶ 4(x) = 8
▶4(?) = 8
▶x = 2
y-intercept⬇
▶(y) = -2(x)÷3+1÷3
▶(y) = (-2÷3)(2)+1÷3 = -1
▶y= -1
x-intercept: 2
y-intercept: -1
So, therefore your answer for this problem would have to be option A. x =2 , y = -1