Which vector must be added to (4, -3) to obtain the zero vector?
A(-4, 3)
B(3, -4)
C(4, -3)
D(-3, 4)
Answer & Solution
Correct answer: A. (-4, 3)
The additive inverse reverses every component, giving (-4, 3).
Related questions
In physics, the acceleration of a point is the time derivative of itsWho, with Heaviside, introduced the dot and cross notation for vector products in 1881?In vector analysis the magnetic field B is classed as aA tetrahedron has three mutually perpendicular edges i, j and k from one vertex. Its volumThe vectors i + j and j + k are adjacent sides of a parallelogram. Its area isFor any vector a, the cross product a × a equalsA vector of magnitude 4 is multiplied by the scalar -3. The magnitude of the result isThe direction cosine of i + j + k along the x-axis is