Let bara=bari-barj,barb=barj-bark,barc=b...

Let `bara=bari-barj,barb=barj-bark,barc=bark-bari`. lf dis a unit vector such that `bara.bard =0=[barb barc bard]` then `bard` is equals to

A

`pm1/(sqrt6)(bari+barj-2bark)`

B

`pm1/(sqrt3)(bari+barj-bark)`

C

`pm1/(sqrt3)(bari+barj+bark)`

D

`pm1/(sqrt6)(bari+barj+bark)`

Text Solution

Verified by Experts

The correct Answer is:

A

Topper's Solved these Questions

MULTIPLE PRODUCT OF VECTORS
AAKASH SERIES|Exercise PRACTICE EXERCISE|62 Videos
MULTIPLE PRODUCT OF VECTORS
AAKASH SERIES|Exercise EXERCISE-I|40 Videos
MULTIPLE & SUBMULTIPLE ANGLES
AAKASH SERIES|Exercise PRACTICE EXERCISE|68 Videos
PAIR OF STRAIGHT LINES
AAKASH SERIES|Exercise ADVANCED SUBJECTIVE TYPE QUESTIONS|15 Videos

Similar Questions

Explore conceptually related problems

Let a=2bari + barj-bark and barb = barI +3bark . If barc is a unit vectors such that [bara barb barc] is maximum, then barc is

Let bara=2bari+barj-2bark,barb=bari+barj . If barc is a vector such that bara.barc=abs(barc),abs(barc-bara)=2sqrt2 and the angle between (baraxxbarb) and barc is 30^(@) , then abs((baraxxbarb)xxbarc)=

If bara=bari+barj-bark,barb=bari-barj+bark,barc is a unit vector perpendicular to bara and coplanar with bara and barb , then barc =

Let bara=bari+barj+bark,barb=bari-barj+2bark,barc=xbari+(x-2)barj-bark . If the vector barc lie in the plane of bara and barb then x equals to

Let bara=2bari+barj+bark,barb=bari+2barj-bark and a unit vector barc be coplaner. If barc is perpendiclar to bara then barc=

Let bara=2bari+3barj-bark, barb=3bari-barj+bark and barc=bari+barj+3bark . If barr xx barb=barc xx barb, barr.bara=0 then barr=

Let bara= bari+ 2barj+ 3bark and barb= 3bari+ barj Find the unit vector in the direction of bara+ barb

If bara=2bari+3barj-bark,barb=-bari+2barj-4bark, barc=bari+barj+bark then abs((baraxxbarb)· (barbxxbarc)) =

AAKASH SERIES-MULTIPLE PRODUCT OF VECTORS-EXERCISE -II

Let barb = 2bari + barj - bark, barc = bari + 3bark . If veca is a uni...
Text Solution
|
Let a=2bari + barj-bark and barb = barI +3bark. If barc is a unit vect...
Text Solution
|
Let bara=bari-barj,barb=barj-bark,barc=bark-bari. lf dis a unit vector...
Text Solution
|
A unit vector in the plane of the vectors 2bari +barj+bark, bari - bar...
Text Solution
|
The value of 'a' so that the volume of parallelopiped formed by bari +...
Text Solution
|
The volume of parallelopiped with edges bar(OA) = (lamda+ 2)bari +(l...
Text Solution
|
If bara, barb, barc are three non-coplanar vectors represented by conc...
Text Solution
|
If [a b c] = 3, then the volume (in cube units) of the parallelopiped ...
Text Solution
|
If V is the volume of the parallelopiped having three coterminous edge...
Text Solution
|
The volume of the triangular pyramid with vertices A(2, 2, 2), B(4, 3,...
Text Solution
|
If bara, barb, barc are non-coplanar, nonzero vectors and barr is any ...
Text Solution
|
If bara,barb are non-zero and non-collinear vectors then [bara barb ba...
Text Solution
|
Let barr be a vector perpendicular to bara + barb + barc . If barr=l(b...
Text Solution
|
Let bara,barb are two unit vectors such that bara.barb=0. If barc=xbar...
Text Solution
|
If bara, barb, barc are non - coplanar vectors and lamda is a real num...
Text Solution
|
If bar(a), bar(b), bar(c) are non coplanar vectors and lambda is a rea...
Text Solution
|
If bara, barb, barc are three non-coplanar vectors, barp=(barbxxbarc...
Text Solution
|
If bar(a^(1)),bar(b^(1)),bar(c^(1)) represents the reciprocal system o...
Text Solution
|
Let bara ,barb,barc be non coplanar vectors and bara^(1)=(barbxxbarc)/...
Text Solution
|
bara^(1)xxbarb^(1)+barb^(1)xxbarc^(1)+barc^(1)xxbara^(1)=
Text Solution
|