Question

Question No. 36
100 points question


$\bold{How \: can \: be \: say \: that \: two \: }$
$\bold{ vectors \: are \: always \: co \: planer?}$
$\bold{explain \: with \: reasons}$


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Answer 1

hey mate here is your answer...

two vectors are said to be co planer if both of the vectors lie in the same plane.

like both of the vectors lie in xy plane or yz plane or xz plane.

hope it helps you...

Answer 2

$\huge\underline{Answer}$

Your answer is $\huge\underline{Yes}$

Yes two vectors are always coplaner . If they are oriented along same direction then obviously they are in same plane. For two vectors in two different directions , they act as a basis for two dimensional space. However this is true only for mathematical ideas of vector.

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The fact for this Yes is the vector are only fixed by magnitude and direction. The origin has to be arbitrary . In physical situations , for instance , Two points acting on two different points on space in different directions can be skewed . They will hence not be Co planer So it depends on context .

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