pt du pol

Coord x

fct autre

Afficher figure de départ

Afficher image par fct f

Coord y

mode d'emploi : afficher “algèbre” et saisir f 

f_2(x, y) = ((2 * x) * y)
f_1(x, y) = x^(2)
A = (3.8789943013173174, 7.182537769103256)
A2: A
C2: y(A2)
B2: x(A2)
L_i = (1, 1)
L_j = (-1, -1)
C = (3.9589943013173174, 7.882537769103257)
D = (3.518994301317317, 8.582537769103261)
E = (4.0789943013173176, 9.442537769103257)
F = (5.278994301317317, 9.402537769103255)
G = (5.718994301317316, 8.542537769103259)
H = (5.198994301317317, 7.862537769103257)
I = (5.178994301317317, 7.302537769103257)
J = (7.838994301317316, 7.902537769103256)
K = (5.238994301317316, 6.782537769103256)
L = (4.9589943013173166, 4.502537769103257)
M = (5.598994301317316, 2.3825377691032568)
N = (6.158994301317316, 2.242537769103256)
O = (5.118994301317317, 2.1025377691032565)
P = (4.418994301317317, 4.442537769103256)
Q = (3.9189943013173174, 2.162537769103257)
R = (3.1389943013173167, 2.2625377691032567)
S = (3.7189943013173163, 2.542537769103257)
T = (3.8389943013173173, 4.662537769103257)
U = (3.898994301317317, 6.6025377691032565)
V = (2.3189943013173173, 6.662537769103257)
W = (1.7789943013173164, 8.582537769103261)
Z = (3.118994301317317, 7.102537769103256)
poly1, c, d, e, f, g, h, i, j, k, l, m, n, o, p, q, r, s, t, u, v, w, z, a_1 = Polygon(C, D, E, F, G, H, I, J, K, L, M, N, O, P, Q, R, S, T, U, V, W, Z, A)
A3: C
A4: D
A5: E
A6: F
A7: G
A8: H
A9: I
A10: J
A11: K
A12: L
A13: M
A14: N
A15: O
A16: P
A17: Q
A18: R
A19: S
A20: T
A21: U
A22: V
A23: W
A24: Z
A25: A
B3: x(A3)
B4: x(A4)
B5: x(A5)
B6: x(A6)
B7: x(A7)
B8: x(A8)
B9: x(A9)
B10: x(A10)
B11: x(A11)
B12: x(A12)
B13: x(A13)
B14: x(A14)
B15: x(A15)
B16: x(A16)
B17: x(A17)
B18: x(A18)
B19: x(A19)
B20: x(A20)
B21: x(A21)
B22: x(A22)
B23: x(A23)
B24: x(A24)
B25: x(A25)
C3: y(A3)
C4: y(A4)
C5: y(A5)
C6: y(A6)
C7: y(A7)
C8: y(A8)
C9: y(A9)
C10: y(A10)
C11: y(A11)
C12: y(A12)
C13: y(A13)
C14: y(A14)
C15: y(A15)
C16: y(A16)
C17: y(A17)
C18: y(A18)
C19: y(A19)
C20: y(A20)
C21: y(A21)
C22: y(A22)
C23: y(A23)
C24: y(A24)
C25: y(A25)
B = Intersect(xAxis, yAxis)
C' = Mirror(C, B)
D' = Mirror(D, B)
E' = Mirror(E, B)
F' = Mirror(F, B)
G' = Mirror(G, B)
H' = Mirror(H, B)
I' = Mirror(I, B)
J' = Mirror(J, B)
K' = Mirror(K, B)
L' = Mirror(L, B)
M' = Mirror(M, B)
N' = Mirror(N, B)
O' = Mirror(O, B)
P' = Mirror(P, B)
Q' = Mirror(Q, B)
R' = Mirror(R, B)
S' = Mirror(S, B)
T' = Mirror(T, B)
U' = Mirror(U, B)
V' = Mirror(V, B)
W' = Mirror(W, B)
Z' = Mirror(Z, B)
A' = Mirror(A, B)
H2: (f_1(B2, C2), f_2(B2, C2))
(B2 x(L_i) + C2 x(L_j), B2 x(L_i) + C2 y(L_j)): (((B2 * x(L_i)) + (C2 * x(L_j)), (B2 * x(L_i)) + (C2 * y(L_j))) * H2)
H3: (f_1(B3, C3), f_2(B3, C3))
H4: (f_1(B4, C4), f_2(B4, C4))
H5: (f_1(B5, C5), f_2(B5, C5))
H6: (f_1(B6, C6), f_2(B6, C6))
H7: (f_1(B7, C7), f_2(B7, C7))
H8: (f_1(B8, C8), f_2(B8, C8))
H9: (f_1(B9, C9), f_2(B9, C9))
H10: (f_1(B10, C10), f_2(B10, C10))
H11: (f_1(B11, C11), f_2(B11, C11))
H12: (f_1(B12, C12), f_2(B12, C12))
H13: (f_1(B13, C13), f_2(B13, C13))
H14: (f_1(B14, C14), f_2(B14, C14))
H15: (f_1(B15, C15), f_2(B15, C15))
H16: (f_1(B16, C16), f_2(B16, C16))
H17: (f_1(B17, C17), f_2(B17, C17))
H18: (f_1(B18, C18), f_2(B18, C18))
H19: (f_1(B19, C19), f_2(B19, C19))
H20: (f_1(B20, C20), f_2(B20, C20))
H21: (f_1(B21, C21), f_2(B21, C21))
H22: (f_1(B22, C22), f_2(B22, C22))
H23: (f_1(B23, C23), f_2(B23, C23))
H24: (f_1(B24, C24), f_2(B24, C24))
H25: (f_1(B25, C25), f_2(B25, C25))
poly3, h2, h3, h4, h5, h6, h7, h8, h9, h10, h11, h12, h13, h14, h15, h16, h17, h18, h19, h20, h21, h22, h23, h24, h25 = Polygon(H2, H3, H4, H5, H6, H7, H8, H9, H10, H11, H12, H13, H14, H15, H16, H17, H18, H19, H20, H21, H22, H23, H24, H25)
o_1 = true
u_1 = true