If 
are different real numbers and 
and
are position vectors of three non-collinear points, then
a)
b)
is not really inclined to three vectors
c)
Triangle 
is a scalene triangle
d)
Perpendicular from the origin to the plane of the triangle does not meet it at the centroid
If are different real numbers and and
are position vectors of three non-collinear points, then
a)
b)
is not really inclined to three vectors
c)
Triangle is a scalene triangle
d)
Perpendicular from the origin to the plane of the triangle does not meet it at the centroid
Question ID - 53758 | SaraNextGen Top Answer
If are different real numbers and and
are position vectors of three non-collinear points, then
a)
b)
is not really inclined to three vectors
c)
Triangle is a scalene triangle
d)
Perpendicular from the origin to the plane of the triangle does not meet it at the centroid
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If
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a) |
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b) |
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c) |
Triangle |
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d) |
Perpendicular from the origin to the plane of the triangle does not meet it at the centroid |
1 Answer
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