Two lines parallel to the same plane are parallel to each other
False.
Not always true
Sometimes.
Always, sometimes, or never
sometimes
thx
Wait , do u know why
Well, if the lines can be anything, then it means that, from a logical point of view, the statement "Two lines parallel to the same plane are parallel to each other" is false.
yes
they can also be perpendicular
also what about A plane and a line not in that plane which are parallel to the same line, are parallel to each other. Always, sometimes, never
why does this mean
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they can also be perpendicular
to each other
so which is it: Always, sometimes, never?
This latter statement is true. (i.e. always)
thx so much
what about Given the points: A(0,0), B (6,3), C(5,5), and D(-1,2). What two segments must be parallel? Choose all possible answers. AB || DC AB || BC AB || AD DC || AD BC || AD BC || CD
Have you drawn the figure?
I tried but i didn't get it right so i was hoping that you could help plz
hello?
what about Given the points: A(0,0), B (6,3), C(5,5), and D(-1,2). What two segments must be parallel? Choose all possible answers. AB || DC AB || BC AB || AD DC || AD BC || AD BC || CD
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