Question

Is there a case of 2 distinct lines lie on the 2 different planes?
Please, help

Answer 1

I meant if AB, CD are in plane1, is there the case of AB, CD are in plane2 which is different from plane1

Answer 2

well if a line lies on x-y plane we wuld write it as-
ax+by+c=0
nd if it is on x-z plane we wuld write it as
ax+bz+c=0
so u can get the same eq....

Answer 3

I don't get it, please, explain more.

Answer 4

and what is nd ? on "nd if it is....."

Answer 5

ok the standard form of a line present in x-y plane is- ax+by+c=0
u can write it as -
-ax-by=c
x/(c/-a)+y/(c/-b)=1
where
c/-a = x intercept
c/-b = y intercept

Answer 6

similarly if u go with x-z axes

Answer 7

u have the standard line equation as ax+bz+c=0
u can write it as-

x/(c/-a) + z/(c/-b) =1

nd the intercepts culd be the same in both cases so the equations can be similar but they will differ cause they r jst in diff planes

Answer 8

So, it is false, right? there is not the case of if AB, CD are in plane 1, they cannot be in plane2 which is different from plane 1, right?

Answer 9

I appreciate your help, but it will be perfect if you use standard English instead of the "teen language" since I am not a native one. I cannot understand all of the teen words. :)