By definition of vectors exist as quantities that contain magnitude (positive or negative) and direction.
A) The unit vector in the direction of 
B) The distance between
and
exists 2.
C) i.) Required vector = −4j − 5k
ii.) Required vector = 5i − 6j − 8k
<h3>How to estimate unit vector?</h3>
To estimate the unit vector in the direction of V = 2i+3j+4k
|V| 

A) Unit vector




Therefore, unit vector in the direction of 
B) To estimate the distance between
= 3i+2j+ 5k and
= 3i +4j +5k

= 2
Therefore, the distance between
and
exists 2.
C) i.) P, (3,2,2), P₂(3,-2,-3)
Required vector =|
P₂|=(3−3)i + ((−2)-2)j + ((-3)-2)k
= −4j − 5k
ii.) P₂ (2,-3,-6),
(-3,3,2)
Required vector =|P₂
|=(-3-2)i + (3-(-3))j + (2-(-6))k
= 5i − 6j − 8k
To learn more about vectors refer to:
brainly.com/question/2166498
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