El m.c.d. es:

Divisores de

Divisores de

Divisores comunes

Máximo Común Divisor

División en trozos de tamaño

Tu intento ha sido bueno

Coloca  otros valores
en a y b (entre 2 y 20)

Introduce tu intento

a = 12 (slider from 2 to 20, step 1)
b = 18 (slider from 2 to 20, step 1)
lista1 = Divisors(a)
Factors(a)
la = DivisorsList(a)
Factors(a)
lb = DivisorsList(b)
Factors(b)
A1 = (0, 2)
A2: (a, 2)
A3: A2 + (0, 1)
A4: A1 + (0, 1)
pa, a1, a2, a3, a4 = Polygon(A1, A2, A3, A4)
B1 = (0, -2)
B2: (b, -2)
B3: B2 - (0, 1)
B4: B1 - (0, 1)
pb, b1, b2, b3, b4 = Polygon(B1, B2, B3, B4)
mc = GCD({a, b})
ldiv = DivisorsList(mc)
Factors(mc)
cdiv = Divisors(mc)
Factors(mc)
lsegdiv = Sequence(Segment[(Element[ldiv, i], -1), (Element[ldiv, i], 1)], i, 1, cdiv)
segmcd = Segment((Element[ldiv, cdiv], -1), (Element[ldiv, cdiv], 1))
cdiva = Divisors(a)
Factors(a)
cdivb = Divisors(b)
Factors(b)
lpa = Sequence((Element[la, i], 1), i, 1, cdiva, 1)
lpb = Sequence((Element[lb, i], -1), i, 1, cdivb, 1)
C1: 4
campoDeTexto1 = Textfield(C1)
fa = Div(a, C1)
fb = Div(b, C1)
m1a = Sequence((C1 * i), i, 0, a / C1)
lca = Sequence(Polygon[{(Element[m1a, i], 2), (Element[m1a, i + 1], 2), (Element[m1a, i + 1], 3), (Element[m1a, i], 3)}], i, 1, a / C1)
m1b = Sequence((C1 * i), i, 0, b / C1)
lcb = Sequence(Polygon[{(Element[m1b, i], -2), (Element[m1b, i + 1], -2), (Element[m1b, i + 1], -3), (Element[m1b, i], -3)}], i, 1, b / C1)
c = false
d = false
e = false
f = false
g = false
texto4a: "" + C1 + " es divisor de " + a + ""
texto4f: "" + C1 + "  no es divisor de  " + a + ""
texto6a: "" + C1 + "  es divisor de  " + b + ""
texto6f: "" + C1 + "  no es divisor de  " + b + ""
A = (-3.92, -1.34)
B = (-3.9, 2.2)
C = (-4, 1)
ra = Mod(a, C1)
rb = Mod(b, C1)
D = (-0.84, 4.88)
E = (-1.6, 4.46)
u = Vector(D, E)
Intento: (C1, 0)
G1 = (0, 1)
G2 = (0, -1)
mlin = Sequence(Segment[(i, 1.8), (i, -1.8)], i, 1, 30)
texto3: "División en trozos de tamaño " + C1 + ""
texto1a: "Divisores de " + a + ""
texto1b: "Divisores de " + b + ""
texto8f: "Tu intento no es correcto.

El m.c.d. de " + a + " y " + b + " es " + mc + "."