Home
Class 11
MATHS
If bara, barb are non collinear vectors ...

If `bara, barb` are non collinear vectors such that `barp = (x + 4y)bara+(2x+y+1)barb` that of `barq = (y - 2x + 2)bara + (2x - 3y - 1)barb`, find x & y such that `3vecp = 2vecq`

Promotional Banner

Similar Questions

Explore conceptually related problems

If bara,barb are non-collinear vectors and x,y are scalars such that xbara+ybarb=bar0 , then

If bara,barb,barc are non-collinear vectors such that for some scalar x,y,z,xbara+ybarb+zbarc=0 , then

If bara,barb,barc are non-collinear vectors such that for some scalar x,y,z,xbara+ybarb+zbarc=0 , then

If bara,barb,barc are non-coplanar vectors and x, y, z are scalars such that bara = x (barb xx barc) + y (barc xx bara) + z (bara xx barb) , then x =

If bara,barb are non-collinear vectors and x,y are scalars such that (1bara-barb)x+(2barb-bara)y+(bara+2barb)=bar0 , then

If bara,barb " are noncollinear unit vectors, " abs(bara+barb) =sqrt 3 " then " (2bara+5barb).(3bara-barb) =

Let bara,barb are two unit vectors such that bara.barb =0. If barc=xbara+ybarb+z(baraxxbarb) then x+y+z=

If bara,barb,barc are unit coplanar vectors, then find [ 2bara-barb 2barb-barc 2barc -bara] .

If bara = bari + 2 barj , barb = - 2 bari + barj , barc = 4 bari + 3 barj find x and y such that barc = x bara + y barb.