determine whether the pair of line is parallel, perpendicular ,or neither
x-6y=-8
y=3x-6

Question

determine whether the pair of line is parallel, perpendicular ,or neither 
x-6y=-8
y=3x-6

anonymous · Answer

I would help you with pleasure but i dont know sorry ;(

anonymous · Answer

first find m1 and m2

if $$m _{1} = m _{2}$$ then lines are parallel

if $$m _{1} \times m _{2} = -1$$ then lines are perpendicular

else none of it.

nincompoop · Answer

singh, you are truly crazy for giving out answers

anonymous · Answer

i have explained it too ..

nincompoop · Answer

you misunderstand the essence of learning

anonymous · Answer

you know what i misunderstand! great.

anonymous · Answer

@nincompoop  : what do you want to say.. be direct.

nincompoop · Answer

http://openstudy.com/study#/updates/533a55bde4b00d66d1d2d0fd

kainui · Answer

Try getting them both to look the same, so if you use algebra to rearrange them into slope-intercept form it might be easier to compare them! What is slope intercept form? It's just where you have y on one side and the rest on the other like this:

y=mx+b

Do that to both and then I'll help you compare them.