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What is the relationship between the terminal point and the initial point of a vector?
They are the same point
They are connected by the vector's direction
They are connected by the vector's magnitude
They are unrelated
Fill in the blank:
The terminal point of a vector can also be referred to as its ________.
Base point
Origin point
Initial point
Head point
Which of the following best describes the terminal point of a vector?
The point where the vector is created
The point where the vector intersects the x-axis
The point reached when the vector is applied from its initial point
The point opposite to the direction of the vector
If a vector is represented as v=3i+2j, and its initial point is at the origin, then the coordinates of its terminal point is ________.
(3, 2)
(2, 3)
(-3, -2)
(-2, -3)
If a vector is given by v=-2i+5j-3k, and its initial point is (1, 2, -1), what are the coordinates of its terminal point?
(-1, 7, -4)
(-2, 5, -3)
(3, 7, -2)
(-3, 2, -1)
Is this statement true or false?
In three-dimensional space, a vector is typically represented as an arrow connecting two points. The terminal point is where the arrow ends.
True
False
The terminal point of a vector can be thought of as its Length.
In two-dimensional space, a vector is often represented by an arrow connecting two points. The terminal point is:
The point from which the arrow originates
The point where the arrowhead is located
The midpoint of the arrow
Any point along the arrow's path
If a vector starts at point A (2, 4) and its terminal point is B (7, -3), Then the displacement vector is ________.
(5, -7)
(-5, 7)
(7, -3)
(2, 4)
The terminal point of a vector represents:
Where the vector originates
Where the vector is applied
The midpoint of the vector
The opposite direction of the vector
It is done.