The formula for finding the magnitude of V1 x V2 when vectors are perpendicular is |V1| x |V2|, where |V1| and |V2| represent the magnitudes of the two vectors.
Two vectors are perpendicular if their dot product is equal to zero. This means that the angle between the two vectors is 90 degrees.
No, the magnitude of V1 x V2 can only be found when the two vectors are perpendicular. If the vectors are not perpendicular, you can still find their cross product, but the result will not represent the magnitude.
Yes, the order of the vectors does matter when finding the magnitude of V1 x V2. The cross product is not commutative, meaning that V1 x V2 may not be equal to V2 x V1. Therefore, it is important to follow the correct order when finding the magnitude.
Yes, the magnitude of V1 x V2 can be negative. The magnitude represents the length of the vector and does not have a direction associated with it. Therefore, the magnitude can be positive or negative depending on the orientation of the vectors.