Vector Operators and Type Conversions

Add 2 vectors together, resulting in a new vector

Performs the vector dot product operation

Perform scalar division on a vector (= scale a vector) If the scalar value is bigger than 1, it will change the magnitude of the vector (make it shorter) If the scalar value is lesser than 1 but bigger than 0, it will change the magnitude of the vector (make it longer) If the scalar value is bigger than -1 but lesser than 0, it will reverse the direction and change its magnitude (make it longer) If the scalar value is -1, it will reverse the direction of the vector but not change its magnitude If the scalar value is lesser than -1, it will reverse the direction and change its magnitude (make it shorter)

Checks if both vectors are equal

Convert a Point to a vector

Checks if both vectors are not equal

Create a unit vector from the provided vector. (= vector normalization)

Perform scalar multiplication on a vector (= scale a vector). If the scalar value is bigger than 1, it will change the magnitude of the vector (make it longer). If the scalar value is -1, it will reverse the direction of the vector but not change its magnitude If the scalar value is lesser than -1, it will reverse the direction and change the magnitude of the vector (make it longer).

Performs the vector cross product operation.

Perform scalar multiplication on a vector (= scale a vector). If the scalar value is bigger than 1, it will change the magnitude of the vector (make it longer). If the scalar value is -1, it will reverse the direction of the vector but not change its magnitude If the scalar value is lesser than -1, it will reverse the direction and change the magnitude of the vector (make it longer).

Calculate the magnitude (= size) of the provided vector

Subtract 2 vectors from each other, resulting in a new vector

Negate a vector, reversing its direction