SOLUTION: Give an ordered pair (x,y) of numbers that satisfy the following equation:5x-y=3

Algebra ->  Linear-equations -> SOLUTION: Give an ordered pair (x,y) of numbers that satisfy the following equation:5x-y=3      Log On


   



Question 249795: Give an ordered pair (x,y) of numbers that satisfy the following equation:5x-y=3
Answer by mathhub(11) About Me  (Show Source):
You can put this solution on YOUR website!
The given equation is 5x - y = 3. We need to find an ordered pair that satisfies the equation. Here we go
5x - y = 3
=> 5x = 3+y
=> x+=+%283%2By%29%2F5
Let us take the value of y to be 0. The ordered pair can be formed if we can find the corresponding value of x which satisfies the equation.
Substituting y = 0 in the above equation we get
x+=+%283%2By%29%2F5
=> x+=+%283%2B0%29%2F5
=> x+=+3%2F5
Thus one of the ordered pairs satisfying the given equation is (3/5, 0).