Asked by alan
Decide which one of the following statements is false.
a. any three points lie on a distinct line.
b. three noncollinear points determine a plane.
c. a line contains at least two points.
d. through any two distinct points there exists exactly one line.
my best guess would have to be either A or D.
a. any three points lie on a distinct line.
b. three noncollinear points determine a plane.
c. a line contains at least two points.
d. through any two distinct points there exists exactly one line.
my best guess would have to be either A or D.
Answers
Answered by
Brooke
Its a
because a line with just one point is called a ray and it starts from the point and it extends forever (so that's one point and a line)
because a line with just one point is called a ray and it starts from the point and it extends forever (so that's one point and a line)
Answered by
Quidditch
If you have the three points of a triangle, could you draw one line through them all?
Answered by
Brooke
No because that would be three different lines connecting each point not just one straight line through them all it wouldn't work out
Answered by
Quidditch
Correct, so A is false.
Answered by
Brooke
yes a is false
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