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Try reviewing these fundamentals first.

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Try reviewing these fundamentals first.

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Get Started Now- Intro Lesson2:16
- Lesson: 14:39
- Lesson: 2a9:29
- Lesson: 2b4:23
- Lesson: 2c3:55
- Lesson: 2d3:48
- Lesson: 3a4:57
- Lesson: 3b4:04
- Lesson: 3c3:39

The notion of vectors can be easily found in our daily surroundings – from airplane navigation to trajectories of balls during a sports game, to movements of a character you maneuver in your video games. In this section, we will learn about the graphical, and mathematical representation of a vector, as well as how to distinguish the differences between a scalar quantity and a vector quantity.

Related concepts: Complex numbers and complex planes,

Vector Quantity: a quantity having (positive) magnitude and (one) direction

Scalar Quantity: a quantity having only magnitude but not direction

Two – Dimensional Vectors:

Scalar Quantity: a quantity having only magnitude but not direction

Two – Dimensional Vectors:

- Introduction
- 1.Which of the following is/are a vector?

i) $50$ miles per hour north

ii) $\sqrt{40 } km/s^2$

iii) $-43.1^{\circ} C$

iv) $5641\; ft^3$

v) $32$ Newton at $98^{\circ}$ west of north - 2.For the following vectors, express them in component form, matrix form, and rectangular form

a)$\vec{p}$b)$\vec{q}$c)$\vec{v}$d)$\vec{w}$ - 3.For the following vectors, express them in component form, matrix form, and rectangular form

a)$\vec{v}$b)$\vec{w}$c)$\vec{r}$

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