Determining Vector and Parametric Eqns

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To determine the vector and parametric equations for the line passing through points M(4, 5) and N(9, 5), one can choose the direction of the line. The line can be described from M to N or from N to M, as lines do not inherently possess a direction. The choice of direction affects the representation but does not change the line itself. Ultimately, both representations are valid for the given points. Understanding this flexibility is key in vector and parametric equation formulation.
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Homework Statement
M(4,5) and N(9,5)
To find the direction vector, is it M-N or N-M?
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It depends on which direction you want.
 
The question states "A line passes through the points M(4, 5) and N(9, 5). Determine vector and parametric equations for this
line."

So it's M to N? Meaning M-N?
 
ttpp1124 said:
The question states "A line passes through the points M(4, 5) and N(9, 5). Determine vector and parametric equations for this
line."

So it's M to N? Meaning M-N?

Does a line have a direction?
 
PeroK said:
Does a line have a direction?
No, not always
 
ttpp1124 said:
No, not always
In this case you get to choose, right? You can choose to describe the line from ##M## to ##N## or from ##N## to ##M##.
 
PeroK said:
In this case you get to choose, right? You can choose to describe the line from ##M## to ##N## or from ##N## to ##M##.
Ok, thank you
 

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