Since answer is negative, then one value is neg and the other positive
So -x * y = -70
And -x + y = -3
Then, solve for y
y = x + 3
Sub into first equation
(-x)(x + 3) = -70
-x^2 - 3x = -70
0 = x^2 + 3x -70
0 = (x + 10)(x -7)
x = -10 or 7
Now plug into first equation to find y and the possible solutions
If x=-10, then y = 7
If x=7, then y = -10
So -x * y = -70
And -x + y = -3
Then, solve for y
y = x + 3
Sub into first equation
(-x)(x + 3) = -70
-x^2 - 3x = -70
0 = x^2 + 3x -70
0 = (x + 10)(x -7)
x = -10 or 7
Now plug into first equation to find y and the possible solutions
If x=-10, then y = 7
If x=7, then y = -10
-
xy =-70
x = -70/y
x + y = -3
(-70/y) + y = -3
-70 + y^2 = -3y
y^2 + 3y - 70 = 0
(y - 7)(y + 10) = 0
y = 7, -10
x = -70/y
x + y = -3
(-70/y) + y = -3
-70 + y^2 = -3y
y^2 + 3y - 70 = 0
(y - 7)(y + 10) = 0
y = 7, -10
-
7 and - 10
7 x (-10) = -70
7 + (-10) = -3
7 x (-10) = -70
7 + (-10) = -3