Normal Cross Product angle linear_algebra maths normal vector A⃗×B⃗=∥A⃗∥×∥B⃗∥×sinθ×N⃗^\vec{A}\times\vec{B} = \|\vec{A}\|\times\|\vec{B}\|\times\sin\theta\times\widehat{\vec{N}}A×B=∥A∥×∥B∥×sinθ×N Where N⃗\vec{N}N is perpendicular to the A⃗\vec{A}A, B⃗\vec{B}B plane. Other tags Garden Category