Vectors

Representing a vector - Slide 3

​Position vectors - Slide 4

Vector Transition & Multiplying a vector by a scalar - Slide 5

Vector Algebra & Modulus/Magnitude/ length of a vector - Slide 6

Triangle Law of vectors - Slide 8

Parallelogram Law of vectors - Slide 9

Cartesian form of a vector & Unit vector - Slide 10​

Displacement vectors / general vectors​ - Slide 12

Transformations - Slide 13
Parallel vectors - Slides 16
Collinear Points - Slide 17

Past Paper Questions to Practice - Slide ​18

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Representing A Vector

​If a vector has its tail attached to the origin , it is called a position vector. That is, the vector starts or ends at the origin.

Consider the examples shown below.

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​Multiplying a vector by a scalar

​Magnitude/Modulus/length of a vector

​Unit vector

​Parallel vectors

Collinear Points

May/June 2024 Nos. 10(c) , (d)
​May/June 2023 Nos 10 (c)
May/June 2022 Nos 10 (c)

July 2021 Nos 10 (c) & (d)

​May /June 2019 Nos 10 (b)

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