find an ordered pair $(x,y)$ that is a solution to the equation.\n$5x - y = 5$\n$(x,y) = (\\square,\\square)$

find an ordered pair $(x,y)$ that is a solution to the equation.\n$5x - y = 5$\n$(x,y) = (\\square,\\square)$

find an ordered pair $(x,y)$ that is a solution to the equation.\n$5x - y = 5$\n$(x,y) = (\\square,\\square)$

Answer

Explanation:

Step1: Assume a value for (x)

Let (x = 1) (any value can be chosen for (x), here we choose (x = 1) for simplicity).

Step2: Substitute (x) into the equation

Substitute (x = 1) into (5x−y = 5), we get (5\times1−y = 5), which simplifies to (5−y = 5).

Step3: Solve for (y)

Subtract (5) from both sides: (-y=5 - 5), so (-y = 0), then (y = 0).

Answer:

((x,y)=(1,0))