The discussion revolves around determining whether a specific point, (6,0,-2), lies on a given line defined by parametric equations in three-dimensional space.
Some participants have attempted the substitution method but report not obtaining matching values for t. This has led to questions about the correctness of their approach and whether the point lies on the line, with some guidance being offered regarding the method itself.
There is a lack of consensus on the interpretation of the results, as some participants assert that the point does not lie on the line based on their findings, while others seek confirmation of their methods.
shreddinglicks said:Homework Statement
This is the point:
(6,0,-2)
Homework Equations
x = 4-2t
y = 3+5t
z = 7+4tThe Attempt at a Solution
Do I just plug in the points and see if I get matching values of t? If not, how do I go about this?
shreddinglicks said:I did try it. I'm asking if this is the right way to do this. I do not have any answers for this problem. Can you please tell me if that is the right way to do this?
shreddinglicks said:So the point does not lie on the line?