If the vectors ` vec a=2 hat i-3 hat j\\ a n d\\ vec b=-6 hat i+m hat j` are collinear, find the...

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If the vectors \( \vec{a}=-2 \hat{i}+3 \hat{j}+y \hat{k} \quad \) a... If the vectors \( \vec{a}=-2 \hat{i}+3 \hat{j}+y \hat{k} \quad \) a...
Show that the vectors `2 hat i-3 hat j+4 hat k` and `-4 hat i+6 hat j-8 hat k` are collinear.... Show that the vectors `2 hat i-3 hat j+4 hat k` and `-4 hat i+6 hat j-8 hat k` are collinear....
For what value of a, the vector s `(2hati - 3hatj + 4hatk)` and `(ahati + 6hatj - 8hatk)`collinear ? For what value of a, the vector s `(2hati - 3hatj + 4hatk)` and `(ahati + 6hatj - 8hatk)`collinear ?
Show that the vectors `2 hat i-3 hat j+4 hat k` and `-4 hat i+6 hat j-8 hat k` are collinear.... Show that the vectors `2 hat i-3 hat j+4 hat k` and `-4 hat i+6 hat j-8 hat k` are collinear....
In Figure, which of the vectors are: (i) Collinear (ii) Equal (iii) Coinitial... In Figure, which of the vectors are: (i) Collinear (ii) Equal (iii) Coinitial...
Show that the vectors ` a = 2 hat (i) + 3hat (j) + 6 hat (k) , b = 3 hat (i) - 6 hat (j) Show that the vectors ` a = 2 hat (i) + 3hat (j) + 6 hat (k) , b = 3 hat (i) - 6 hat (j)
If a vector ofmagnitude 50 is collinear with vector `vecb = 6 hat i - 8 hat j-15/2 hat k` and ... If a vector ofmagnitude 50 is collinear with vector `vecb = 6 hat i - 8 hat j-15/2 hat k` and ...
The\r\nvector vec a=alpha hat i+2 hat j+beta hat k\nlies in the plane of the vectors vec b= ha... The\r\nvector vec a=alpha hat i+2 hat j+beta hat k\nlies in the plane of the vectors vec b= ha...