Asked by bart
Are the lines parallel and how did I come to this conclusion?
y + x = -5 and y - x = -5
first I it so y is by itself
y = -x -5
second equation = y = x +5
Would the answer be yes?
y= -5 and y = 5?
Not sure I really understand thx.
y + x = -5 and y - x = -5
first I it so y is by itself
y = -x -5
second equation = y = x +5
Would the answer be yes?
y= -5 and y = 5?
Not sure I really understand thx.
Answers
Answered by
MathMate
The slope of an equation
y=mx+c is equal to m.
Therefore the slope of
y = -x -5 is -1, and the slope of
y = x +5 is +1.
Two parallel lines MUST have the same slope, and vice versa. So what is your conclusion, and why?
y=mx+c is equal to m.
Therefore the slope of
y = -x -5 is -1, and the slope of
y = x +5 is +1.
Two parallel lines MUST have the same slope, and vice versa. So what is your conclusion, and why?
Answered by
bart
I would say that the lines are NOT parallel and are perpendicular. The y intercept for the first equation is 0, -5 and the second is 0 + 5
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