Component form of vectors

Related BrainMass Solutions

• Vectors in Component From

  132645 Vectors in Component From Given points A(3, -4) and B(-5, -2): 1. Express AB in component form (-2, -6) 2. Express BA in component form -2, 3. Find |AB| and |BA| Please see the attachment for the solution.

• Vector Cross Product

  Writing the vectors in vector form we get: The cross product is defined as the determinant of the matrix: The result is a vector which is perpendicular to both vectors.

• Determinants

  The third row are the component of the second vector in the cross product. So what we are really computing is (1, 1, -3) X (0, -6, 5) which is itself another vector.

• Physics: Vectors, Trigonometry, Means of components

  If so, show by means of a tail-to-head arrangement of the vectors how could this occur? Yes. If three vectors when arranged in tail to head arrangement form a closed triangle, their resultant is zero.

• Vectors

  70688 Vectors 1. Find the component form of the vector representing the velocity of a boat traveling at 8 knots, or nautical miles per hour, with a bearing of N 53-degrees W. 2.

• A particle moves along a circular path having a radius of 2.

  Note: ac and at are vectors that form a right triangle when added together because they are perpendicular to each other.

• Vector A and B problems

  Solution: x-component of A + B + C = x-component of A + x-component of B + x-component of C = -114.39 + 114 + (-200) = -200.39 Then x-component of the Equilibrant of A+B+C = 200.39 6. Describe in words how you add ten vectors.

• Checking and Constructing Orthogonal or Parallel Vectors

  We check for orthogonality by taking the dot product of the two vectors. If it's 0, they're orthogonal. Remember that the dot product is the sum of the products of the appropriate component pairs. a?

• Decomposition of a vector.

  340060 Decomposition of a vector. Decompose 6i-3j-6k into vectors parallel and perpendicular to following vectors.