a

b

h

k

c

d

Sinus: f(x) = a sin (b (x - h)) + k

Sinus (abhk)

Cosinus: f(x) = a cos (b (x - h)) + k

Cosinus (abhk)

Tangente: f(x) = a tan (b (x - h)) + k

Tangente (abhk)

Racine carrée : f(x) = a  \sqrt{ b (x - h) }   + k

Racine carré (abhk)

Valeur absolue : f(x) = a  | b (x - h) | + k

Valeur absolue (abhk)

Partie entière : f(x) = a  [ b (x - h) ] + k

Partie entière (abhk)

Exponentielle: f(x) = 

Exponentielle: f(x) =

Exponentielle (abhk) (base: c)

Logarithmique: f(x) = 

Logarithmique: f(x) = 

Logarithmique (abhk) (base: c)

Parabole (générale): f(x) = ax² + bx + c

Parabole gén. (abc)

Parabole canonique: f(x) = a(x - h)² + k

Parabole can. (ahk)

Cercle: (x - h)² + (y - k)² = r²

Cercle (hkd)

Ellipse:  \frac{(x-h)²}{a²}  + \frac{(y-k)²}{b²} = 1

Ellipse (abhkcd)

Hyperbole:  \frac{ x^2 }{a^2 } -  \frac{ y^2 }{b^2 } = 1  

Hyperbole (abhkcd)

Droite: y = ax + b

Droite (abcd)

h = 0 (slider from -10 to 10, step 0.1)
b = 1.5 (slider from -10 to 10, step 0.1)
a = 2.3 (slider from -10 to 10, step 0.1)
k = 0 (slider from -10 to 10, step 0.1)
g(x) = a * floor(b * (x - h)) + k
list1 = Sequence((h + n / b, k + n * a), n, -15, 15)
list2 = Sequence((h + (n + 0.9999) / b, k + n * a), n, -15, 15)
list3 = Sequence((n, n), n, -15, 15)
list4 = Sequence((n + 0.9999, n), n, -15, 15)
f(x) = floor(x)
p(x) = sin(x)
r(x) = cos(x)
t(x) = tan(x)
q(x) = a * sin(b * (x - h)) + k
s(x) = a * cos(b * (x - h)) + k
f_1(x) = a * tan(b * (x - h)) + k
c = 1 (slider from -10 to 10, step 0.1)
g_1(x) = a * c^(b * (x - h)) + k
h_1(x) = c^(x)
p_1(x) = a * log(b * (x - h)) / log(c) + k
q_1(x) = log(x) / log(c)
r_1(x) = a * abs(b * (x - h)) + k
s_1(x) = abs(x)
t_1(x) = a * sqrt(b * (x - h)) + k
f_2(x) = sqrt(x)
d_1: y = a * (x - h)^(2) + k
c_1: y = a * x^(2) + b * x + c
i: y = a * x + b
g_2(x) = k / x
h_2(x) = a / (b * (x - h)) + k
p_2(x) = 1 / x
d = 3 (slider from -10 to 10, step 0.1)
q_2(x) = (a * x + b) / (c * x + d)
b_1 = true
i_1 = true
j_1 = true
l_1 = true
m_1 = true
n_1 = true
j = false
texte3: "Cosinus: f(x) = " + a + " cos(" + b + "(x-" + h + "))+" + k + ""
l = false
texte6: "Tangente: f(x) = " + a + " tan(" + b + "(x-" + h + "))+" + k + ""
m_2 = false
n = false
texte7: "Racine carrée: f(x) = " + a + "  \sqrt{" + b + "(x-" + h + ")  } +" + k + ""
o = false
texte10: "Valeur absolue: f(x) = " + a + "|" + b + "(x-" + h + ")| + " + k + ""
texte12: "Partie entière: f(x) = " + a + "[" + b + "(x-" + h + ")] + " + k + ""
u = false
v = false
w = false
texte1: "Sinus: f(x) = " + a + " sin(" + b + "(x-" + h + "))+" + k + ""
z = false
texte18: "Parabole (générale): f(x) = " + a + "x² + " + b + "x + " + c + ""
texte20: "Parabole (canonique): f(x) = " + a + "(x - " + h + ")²  + " + k + ""
e_1 = false
k_1: (x - h)^(2) + (y - k)^(2) = d^(2)
c_2: x^(2) + y^(2) = d^(2)
texte22: "Cercle: (x - " + h + ")² + (y - " + k + ")² = " + d + "²"
o_1 = false
d_2: (x - h)^(2) / a^(2) + (y - k)^(2) / b^(2) = 1
u_1 = false
r_2: (x - h)^(2) / a^(2) - (y - k)^(2) / b^(2) = 1
e_2: x^(2) / c^(2) + y^(2) / d^(2) = 1
k_2: x^(2) / c^(2) - y^(2) / d^(2) = 1
texte26: "Hyperbole:  \frac{ (x-" + h + ")² }{ " + a + "²} -  \frac{ (y-" + k + ")² }{" + b + "² } = 1"
v_1 = false
a_2: y = a * x + b
b_2: y = c * x + d
m_3 = Slope(a_2)
m = Slope(b_2)
texte28: "Droite = " + c + "x + " + d + ""
w_1 = false
texte23: "Ellipse:  \frac{ (x - " + h + ")² }{" + a + "² }  +  \frac{(y - " + k + ")² }{" + b + "² }  =  1 "