Algebra Tiles

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2017-01-08 03:37

Function Geometric Construction

This example demonstrates polynomial factorization using algebra tiles. Key mathematical concepts include polynomials, algebra tiles, and factorization. It utilizes GeoGebra commands such as A, B, C, etc. Suitable for middle school and above students to learn polynomial factorization.

GeoGebra Commands & Parameters

Point A(14.48, 2.88)
(x(A) + 0.27, y(A))
(x(B), y(B) + 1)
(x(A), y(A) + 1)
Point E(14.56, 0.74)
(x(E) + 1, y(E))
(x(F), y(F) + 1)
(x(E), y(E) + 1)
Point I(14.9, 2.92)
(x(I) + 0.27, y(I))
(x(J), y(J) + 1)
(x(I), y(I) + 1)
Point M(14.4, 4.18)
(x(M) + 1, y(M))
(x(N), y(N) + 1)
(x(M), y(M) + 1)
Point Q(12.66, -2.48)
(x(Q) + 0.27, y(Q))
(x(R), y(R) + 1.3)
(x(Q), y(Q) + 1.3)
Point U(10.96, 2.18)
(x(U) + 1.3, y(U))
(x(V), y(V) + 1.3)
(x(U), y(U) + 1.3)
Point A_1(12.5, 3.56)
Numeric B1(0)
(x(A_1) + 1.3, y(A_1))
(x(B_1), y(B_1) + 1)
(x(A_1), y(A_1) + 1)
Point E_1(12.76, 4.86)
(x(E_1) + 1.3, y(E_1))
(x(F_1), y(F_1) + 1)
(x(E_1), y(E_1) + 1)
Point I_1(12.48, -2.2600000000000002)
(x(I_1) + 0.27, y(I_1))
(x(J_1), y(J_1) + 1.3)
(x(I_1), y(I_1) + 1.3)
Point M_1(7.2, 3.18)
(x(M_1) + 0.27, y(M_1))
(x(N_1), y(N_1) + 0.27)
(x(M_1), y(M_1) + 0.27)
Point Q_1(7.159499928904931, 1.3744402067915367)
(x(Q_1) + 0.27, y(Q_1))
(x(R_1), y(R_1) + 0.27)
(x(Q_1), y(Q_1) + 0.27)
Point U_1(13.5, -0.66)
(x(U_1) + 1, y(U_1))
(x(V_1), y(V_1) + 1.3)
(x(U_1), y(U_1) + 1.3)
Point A_2(12.64, 1.4000000000000001)
(x(A_2) + 1, y(A_2))
(x(B_2), y(B_2) + 1.3)
(x(A_2), y(A_2) + 1.3)
Point E_2(14.42, 5.48)
(x(E_2) + 1, y(E_2))
(x(F_2), y(F_2) + 0.27)
(x(E_2), y(E_2) + 0.27)
Point I_2(11.24, -0.48)
(x(I_2) + 1.3, y(I_2))
(x(J_2), y(J_2) + 1.3)