#11 Vectors

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16 Terms

1
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What is a vector?

A quantity with both magnitude and direction

2
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How is a vector represented?

By a line segment with the arrow pointing in the direction of the vector

3
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If PQ=RS, what is the same about the vectors?

Length

Direction

4
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If AB = -BA, what is the same and different about the segments?

They are the same length and parallel but in opposite directions

5
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What law is used for addition of vectors?

The triangle law (AB + BC = AC)

6
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What is a resultant vector?

The sum of two or more vectors

7
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If multiplying a vector by a positive number, what happens to it?

It has the same direction but a different length

8
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If multiplying a vector by a negative number, what happens to it?

It has a different length and the opposite direction

9
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What is the expression for a vector parallel to X?

aX

10
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How do you multiply a column vector?

Multiply each component by the scalar

11
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How do you add 2 column vectors?

Add each x and y component

12
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How can the magnitude of a vector be calculated?

Using pythagoras’ theorem

13
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How do you find a unit vector in the direction of a given vector?

vector / magnitude of vector

14
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What is magnitude-direction form?

When the vector is written in terms of its magnitude and angle it makes with the positive x-axis

15
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What is a position vector?

A vector showing the position of a point relative to a fixed origin

16
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Give examples of some vector quantities.

Velocity

Displacement

Force