Numerical Demo of Dot, Cross, and Dot-Cross Products of Vectors

This GeoGebra example demonstrates how to numerically compute the dot product, cross product, and a dot–cross combination (dot-cross product) for given vectors in a 3D coordinate setup, linking the algebraic outputs to their geometric meaning. The key concepts include: the vector dot product (related to the angle and projection), the vector cross product (producing a perpendicular direction and magnitude tied to area), and combinations of dot and cross products yielding meaningful scalar/vector quantities. Construction-wise, it uses multiple input fields (Textfield) to enter vector components such as a_1,a_2,a_3, b_1,b_2,b_3, and c_1,c_2,c_3, while Text objects (e.g., text1,text3,text4,text7,text5,text6,text9,text10,text11,text12,text8,text2) present intermediate and final numerical results. Additional constructed objects (like a,b,c,d, A,B and display elements such as pic1) organize the visualization of vectors and computed outputs. Suitable for secondary school through early university learners in vector algebra, coordinate geometry, and STEM-oriented math practice.