a. The vector from the origin to point A is given as (6,–2,–4), and the unit vector directed from the origin toward point B is (2,-2,1)/3. If points A and B are ten units apart, find the coordinates of point B.

The figure shows two vectors, A→ and B→, whose magnitudes are AA = 6.7 and BB = 5.1. Determine C→ if Part a C→=A→+B→. Express your answer using three significant figures. Assume positive sign for the positive direction of the x-axis and negative sign for the negative direction of the x-axis.   Part B C→=A→−B→. Express your answer using three significant figures. Assume positive sign for the positive direction of the x-axis and negative sign for the negative direction of the x-axis.   Part C C→=B→−A→. Express your answer using three significant figures. Assume positive sign for the positive direction of the x-axis and negative sign for the negative direction of the x-axis.

Let’s practice drawing some vectors. One the axes below, start at the origin and draw the givencomponent vectors and the resultant vector. Each line is one unit (a) |vx| = 2, |vy | = 3

Consider vector A, with a magnitude of 3, and a vector B, with a magnitude of 2. Are the following relationships possible? If so, sketch a picture that shows an example of how they're possible, and identify all the angles between the vectors that make the relationship possible. (Exact angles, not decimal approximations. No calculators.) Relationship: Possible? Sketch: Angles: a. 1A+삐>5 b. A+ B| = 5 c. A+ B| = 1 d. A+미<1 - 1<|A+삐<5