Find the missing coordinate to complete the ordered-pair solution to the given linear equation
y+4x=3
(-1,)
(5,)
y + 4x = 3.
y + 4*(-1) = 3.
Y = 7.
(-1,7).
y + 4*5 = 3.
Y = -17.
(5,-17).
y-1=-2/3x
To find the missing coordinate to complete the ordered-pair solution, we need to substitute the known coordinate into the equation and solve for the missing variable.
Given the linear equation: y + 4x = 3
For the first ordered pair, (-1, ?)
Substitute x = -1 into the equation: y + 4(-1) = 3
Simplify: y - 4 = 3
Add 4 to both sides: y = 7
Therefore, the complete ordered pair is (-1, 7).
For the second ordered pair, (5, ?)
Substitute x = 5 into the equation: y + 4(5) = 3
Simplify: y + 20 = 3
Subtract 20 from both sides: y = -17
Therefore, the complete ordered pair is (5, -17).
y-1=-2/3x
find the missing coordinate to complete the ordered pair (6, )