RightHandRule.md (414B)
1 # Right Hand Rule 2 3 3B1B 4 5 **Definition:** The right hand rule describes the relation between the axis components in R^3. 6 7 When the right hand rule is true we have i being the index figer, j being the middle, and k being the thumb. These correspond with <1,0,0>, <0,1,0>, and <0,0,1> respectively. 8 9 When the right hand rule is untrue under a transformation we know the determinant is negative as space has inverted.