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@3mar
Well, I am here.
I think it is the same principle as previous!
yeah, but which to to which?
\[m_1×m_2=-1\] Line one is perpendicular to line 2 \[m_1=m_2\] The two line are parallel.
so 1 and 2 are parallel?
@Ivitt
so you need the answer without steps??!!
3mar is a good help! and steps really do help as well!
It does not reflect your respect for who is helping you when you tag another one!
Thank you, @Poto I really appreciate!
well you can continue if you want
So why did you tag another one as I was helping you, unless you did not understand me!!
its because its one of my friends and he knows what to help me with: /
Well if you asked @3mar for help first, then he should be able to help you. I have my hands tied right now with an essay.
So he can proceed with you!
okay
@3mar sorry for the inconvenience.
I think I can not deliver the idea to him or he does not understand from me!
well i do, its just it is really fuzzy to me
The slope of the first one is 5/2, which is not equal to 2/5, nor its negative reciprocal! So the1st is "neither".
The slope of the first one is -5/2, which is the negative reciprocal of 2/5! So the 2nd is "perpendicular".
The slope of the first one is 2/5 , which is the same as 2/5! So the 3rd is "parallel".
The slope of the first one is -2/5, which is not equal to 2/5, nor its negative reciprocal! So the 4th is "neither".
@3mar Great Job!
@princeevee Got it? or still really fuzzy??
@ivitt Thank you. I hope that helped him!
i got it
Good!
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