Popular Questions
- Area of diagonals is, ..., where diagonals are
- if vectors 3i + j - 5k and ai + bj - 15k are collinear, then
- If |a × b| = 4 and |a ∙ b|= 2, then |a|^2 |b|^2 is equal to
- If r ∙ a = r ∙ b = r ∙ c = 0 for some non -zero vector r, then the value of [a b c] is
- if the vector a = 2i + j +4k, b =4i - 2j + 3k and c =2i - 3j
- Volume of the parallelopiped having vertices at O = (0, 0, 0), A = (2, –2, 1), B = (5, - 4, 4) and c = (1, - 2, 4) is
- If the volume of the parallelopiped with a, b and c as coteminous edges is 40 cu units, then the volume of the parallelopiped havi..
- If the vector i - 2j + 3k - 2k, - 2i + 3j - 4k Ai - j + 2k are linearly department, then the value of A is
- If a = x (a * b) + y (b * c) + z(c * a) and [a b c] = 1/8 then x + y + z is equal to
- let a = i - j, b = i + j + k and c be a vector such that
- let a = i + j + root 2 k, b=b1 i + b2 j root 2k and
- there vector such that b = 2a and a is perpendicular to c then a possible value of
- given vector where vector a and b are non - collinear the value of
- let a = i + 2j + 4k, b = i + Aj + 4k and c = 2i + 4j + (A^2 -1) k be coplanar
- respectively be the position vectors of the points a, b and c with respect to the origin o .
- the sum of the district real values of for which the vectors
- Let a, b and c be three unit vectors, out of which vector b and c are non - parallel.
- the magnitude of the projection of the vector
- let a = 3i + 2j + xk and b = i - j +k , for some real x. th then
- let a = 3i + j and beta = 2i - j +k . if beta = beta 1- beta 2, where
- if a unit vector a makes pie /3 with i pie /4 with j and
- the distance of point having position vector
- if a vector perpendicular to both the vectors a +b and a - b has the magnitude
- let a e r and the Three vector a = ai + j + 3k, b= 2i + j - ak and
- If
- Let a=j - k and c=i-j-k. Then the vector b satisfying
- The vector a and b are not perpendicular and
- If A
- Let ABC be three non zero vectors
- Let a and b be two unit vectors. If the vectors
- Let ABCD be a perpendicular such that
- If the vectors AB =3i+4k
- Let a = 2i - j + k
- Let a = 2i + j -2k
- If
- Let a, b and c be three non zero vectors
- Let a, b, and c be three unit vectors such that
- Let a = 2i+j-2k and b=I+j.
- If the position vectors of the vertices
- If a, b and c are unit vectors such that
