Question

"determine the two ordered pair solutions of

x - y = -2, given (0,y) and (-5,y)"
A) (0,2) and (−5,−3)
B) (0,−2) and (−5,−2)
C) (0, 0)\ and \((-5, -5)
D) (0, -1)\ and \((-5, -4)

Answer 1

The two ordered pair solutions of the equation x - y = -2, given the pairs (0, y) and (-5, y), are (0, 2) and (-5, -3). We solve for y by substituting the given x-values into the equation.

Step-by-step explanation:

To determine the two ordered pair solutions of the equation x - y = -2 given the pairs (0, y) and (-5, y), we will substitute the given x-values into the equation and solve for y in each case.

1. For the pair (0, y), substituting x with 0 in the equation gives 0 - y = -2, which simplifies to y = 2. Therefore, the ordered pair is (0, 2).
2. For the pair (-5, y), substituting x with -5 in the equation gives -5 - y = -2. Adding 5 to both sides of the equation, we obtain y = -3. Consequently, the ordered pair is (-5, -3).

The two ordered pair solutions are (0, 2) and (-5, -3).