Vector2

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Vector2

A Vector2 has two values - an X ordinate, and a Y ordinate. They're kind of like those coordinates you use in school on graphs. I'm sure you've seen something like

(1, 5)

somewhere before. This means that on a graph you go to the right 1, and then up 5. That's because a coordinate uses an X and a Y value. It looks like this

(x, y)

That's really all there is to it. Usually, the use of Vector2s are in doing simple calculations that UDim2s do not have built in. When people talk about the values inside a Vector2,

• X is horizontal, or width
• Y is vertical, or height

Constructors

Constructor	Description
Vector2.new(x, y)	Creates a new Vector2 using ordinates x, and y.

Properties

All of these properties are Read Only (you can't just set them Vector2.x = 5, it doesn't work) but you can create new vectors with such changes, or apply an operation, seen in the next section.

Property	Type	Description
Vector2.x	number	The x-coordinate
Vector2.y	number	The y-coordinate
Vector2.unit	Vector2	A normalized copy of the vector
Vector2.magnitude	number	The length of the vector

Operators

Operator	Description
Vector2 + Vector2	returns Vector2 translated (slid) by Vector2
Vector2 - Vector2	returns Vector2 translated (slid) by -Vector2 (also gives relative position of 1 to the other)
number * Vector2	returns Vector2 with each component multiplied by number
Vector2 * number	returns Vector2 with each component multiplied by number
number / Vector2	returns Vector2 with number divided by each component
Vector2 / number	returns Vector2 with each component divided by number
Vector2 * Vector2	returns Vector2 with each component multiplied by corresponding component
Vector2 / Vector2	returns Vector2 with each component divided by corresponding component

Examples

In the following diagram, there are two line segments. These two line segments can be represented in Roblox with four Vector2 values.

Diagram of two line segments using Cartesian Coordinates.

Lets say we have line A : local lineA={Vector2.new(2, 7), Vector2.new(2, 1)}; lineA.magnitude = (lineA[1]-lineA[2]).magnitude lineA.unit = (lineA[1]-lineA[2]).unit

and line B :

local lineB={Vector2.new(1, -5), Vector2.new(3, -3)};
lineB.magnitude = (lineB[1]-lineB[2]).magnitude
lineB.unit = (lineB[1]-lineB[2]).unit


Now, if we were to print the length (or magnitude) of each line segment, it would be the number displayed to the right of it:


print("The magnitude of line A is " .. lineA.magnitude .. " units.")
print("The magnitude of line B is " .. lineB.magnitude .. " units.")



The magnitude of line A is 6.
The magnitude of line B is 3.4142135623731.

See Also

• Properties
• Vector3