Unit 3.G Flashcards

1
Q

an object that has both a magnitude and a direction

A

vector

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2
Q

what is a vector

A

a vector is an object that has both magnitude and direction

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3
Q

the length is the?

A

magnitude of the vector

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3
Q

with an arrow indicating the?

A

direction

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4
Q

The direction of the vector is from its ______ to its _____

A

tail, head

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5
Q

examples of vectors

A

displacement. velocity, force, and acceleration

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6
Q

a quantity that has magnitude but not direction is called a

A

scalar quantity

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7
Q

examples of scalar quantity

A

time and mass

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8
Q

scalar quantity for force

A

magnitude

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9
Q

scalar quantity for velocity

A

speed

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10
Q

A _______ in the plane is the ray (a line segment with an arrow at one end) with the assigned direction

A

vector

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11
Q

Two vectors are considered _____________ if they have equal magnitude and the same
direction.

A

equal vectors

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12
Q

The numbers x and y are the ______________________.

A

components of the vector

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13
Q

The set of all ordered pairs of the form ⟨x, y⟩ is

A

V2

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14
Q

The representation where the initial
point is at the origin is called the _____________________________ of the vector

A

position representation

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14
Q

A _____________ correspondence exists between the vectors ⟨x, y⟩ in the plane and the points (x, y) in the plane.

A

one-to-one

15
Q

A _____________ is a vector of zero magnitude

A

zero vector

16
Q

________________ is commutative

A

vector addition

17
Q

The vector u+v or vector v+u is called
the ____________________ of adding vectors u and
v

A

resultant vector

18
Q

This rule of the commutativity of vector addition is known as the?

A

parallelogram law

19
Q

A vector of length 1 is called a

A

unit vector

20
Q

The ________________ of any nonzero vector is the angle θ measured from the positive side of the x-axis counterclockwise to the position representation of the vector.

A

direction angle

21
Q

if a1 = 0 and a2 > 0, the theta would be

A

pi over 2

22
Q

if a1 = 0 and a2 < 0, the theta would be

A

3pi over 2

23
Q

The dot product is not a

A

vector

23
Q

The dot product is a

A

real number or a scalar