Vertex Form of a Quadratic Function by Mark Beckwith
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Algebra 1
This example demonstrates the vertex form of a quadratic function, involving key concepts of quadratic functions. By adjusting parameters a, b, and c, you can observe changes in the quadratic function's graph. The construction uses commands like Vector and Parabola in GeoGebra. Suitable for high school mathematics education and learning.
GeoGebra Commands & Parameters
Vector(J_{11}, J_1) → uVector(J_{22}, J_2) → vVector(J_{33}, J_3) → wVector(J_{44}, J_4) → dVector(J_{55}, J_5) → eVector(K_{11}, K_1) → iVector(K_{22}, K_2) → jVector(K_{33}, K_3) → kVector(K_{44}, K_4) → lVector(K_{55}, K_5) → nVector(L_2, L_{22}) → qVector(L_3, L_{33}) → rVector(L_4, L_{44}) → sVector(L_5, L_{55}) → tVector(L_6, L_{66}) → u_1Vector(L_7, L_{77}) → v_1Vector(L_8, L_{88}) → w_1Vector(L_2, L_{222}) → d_1Vector(L_3, L_{333}) → e_1Vector(L_4, L_{444}) → f_1Vector(L_5, L_{555}) → g_1Vector(L_6, L_{666}) → h_1Vector(L_7, L_{777}) → i_1Vector(L_8, L_{888}) → j_1Vector(L_9, L_{999}) → k_1Vector(L_9, L_{99}) → d_2Vector(M_2, M_{22}) → d_3Vector(M_3, M_{33}) → d_4Vector(M_4, M_{44}) → d_5Vector(M_5, M_{55}) → d_6Vector(M_6, M_{66}) → d_7Vector(M_7, M_{77}) → d_8Vector(M_8, M_{88}) → d_9Vector(M_9, M_{99}) → d_{10}Vector(M_2, M_{222}) → d_{11}Vector(M_3, M_{333}) → d_{22}Vector(M_4, M_{444}) → d_{33}Vector(M_5, M_{555}) → d_{44}Vector(M_6, M_{666}) → d_{55}Vector(M_7, M_{777}) → d_{66}Vector(M_8, M_{888}) → d_{77}Vector(M_9, M_{999}) → d_{88}Vector(N_1, N_{11}) → c_{11}Vector(N_2, N_{22}) → c_{22}Vector(N_3, N_{33}) → c_{33}Vector(N_4, N_{44}) → c_{44}Vector(N_5, N_{55}) → c_{55}Vector(N_6, N_{66}) → c_{66}Vector(N_7, N_{77}) → c_{77}Vector(N_8, N_{88}) → c_{88}Vector(N_9, N_{99}) → c_{99}Vector(N_1, N_{111}) → c_{111}Vector(N_2, N_{222}) → c_{222}Vector(N_3, N_{333}) → c_{333}Vector(N_4, N_{444}) → c_{444}Vector(N_5, N_{555}) → c_{555}Vector(N_6, N_{666}) → c_{666}Vector(N_7, N_{777}) → c_{777}Vector(N_8, N_{888}) → c_{888}Vector(N_9, N_{999}) → c_{999}