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Comparación de fracciones

Elige el  símbolo adecuado (<, =, >)  para comparar las fracciones.

Ver fracciones equivalentes

Fracciones con  igual denominador

Fracciones con igual numerador

Fracciones con distinto 
numerador y denominador

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Ocultar ejercicios

Mostrar ejercicios

Elige el tipo de fracciones:

Pulsa para comparar otras dos fracciones

¡ Correcto !

Nuevo intento

Reiniciar construcción

Comparar otras fracciones

Elige el símbolo  (<, =, >) adecuado para comparar las fracciones.

¡ Muy bien ! has completado el ejercicio.

bb = 3 (slider from 2.1 to 12.1, step 0.05)
aa = 2 (slider from 1.05 to bb - 1, step 0.05)
dd = 5 (slider from 2.1 to 12.4, step 0.05)
cc = 3 (slider from 1.05 to dd - 1, step 0.05)
a: floor(aa)
b: floor(bb)
c: floor(cc)
d: floor(dd)
r = 1.5
texto5: "\frac{" + (LaTeX[a]) + "}{" + (LaTeX[b]) + "}"
texto6: "\frac{" + (LaTeX[c]) + "}{" + (LaTeX[d]) + "}"
orden = -2 (slider from -2 to 1, step 1)
A = (3, 3)
lista1, A', A'', e, f = fracciontarta(A, r, a, b)
m = LCM(b, d)
n_1: (m / b * a)
n_2: (m / d * c)
g = Segment(A, A + ((3 * r), 0))
Z: A + ((3 * r), 0)
B = Point(g)
lista2, B', B'', h, k = fracciontarta(B, r, c, d)
tipo = 0 (slider from 0 to 4, step 1)
f_1: a / b
f_2: c / d
comp = 0 (slider from 0 to 2, step 0.5)
min = LCM(b, d)
E: A + (0, ((-3.2) * r))
num1: (min / b * a)
num2: (min / d * c)
lista3, E', E'', p, q = fracciontarta(E, r, a, b)
lista4, H, I, s, t = fracciontarta(E, r, 0, min)
K: B + (0, ((-3.2) * r))
lista5, K', K'', c_1, d_1 = fracciontarta(K, r, c, d)
lista6, M, N, e_1, g_1 = fracciontarta(K, r, 0, min)
texto16: "\frac{" + (LaTeX[num2]) + "}{" + (LaTeX[min]) + "}"
texto10: "\frac{" + (LaTeX[num1]) + "}{" + (LaTeX[min]) + "}"
texto1: "Numerador 1 = " + a + ""
texto2: "Denominador 1 = " + b + ""
texto3: "Numerador 2 = " + c + ""
j: c - a
i: d - b
minn = Min(a, c)
maxd = Max(b, d)
l: tipo > 0
n: tipo > 0
o: tipo > 0
texto4: "Denominador 2 = " + d + ""
P = (-3.18, -1.24)
h_1 = Circle(P, 0.3)
lista7 = Sequence(Translate[h_1, Vector[(t * Vector[P, P + (0.8, 0)])]], t, 0, 4)
O: P + (0, (-0.8))
k_1 = Circle(O, 0.3)
lista8 = Sequence(Translate[k_1, Vector[(t * Vector[P, P + (0.8, 0)])]], t, 0, 4)
Q: P + (0, (-1.6))
p_1 = Circle(Q, 0.3)
lista9 = Sequence(Translate[p_1, Vector[(t * Vector[P, P + (0.8, 0)])]], t, 0, 4)
aciertos1 = 0 (slider from 0 to 5, step 1)
aciertos2 = 0 (slider from 0 to 5, step 1)
aciertos3 = 0 (slider from 0 to 5, step 1)
q_1 = Circle(P, 0.2)
lista10 = Sequence(Translate[q_1, Vector[(t * Vector[P, P + (0.8, 0)])]], t, 0, aciertos1 - 1)
r_1 = Circle(O, 0.2)
lista11 = Sequence(Translate[r_1, Vector[(t * Vector[P, P + (0.8, 0)])]], t, 0, aciertos2 - 1)
s_1 = Circle(Q, 0.2)
lista12 = Sequence(Translate[s_1, Vector[(t * Vector[P, P + (0.8, 0)])]], t, 0, aciertos3 - 1)
compa = 1 (slider from 0 to 1, step 1)
texto24: "" + (LaTeX[texto5]) + " \space = \space " + (LaTeX[texto10]) + ""
texto25: "" + (LaTeX[texto6]) + " \space = \space " + (LaTeX[texto16]) + ""
minimo = 1

Tool: fracciontarta
punto, radio, numerador, denominador
Input: A, r, aa, bb
Output: lista1, A', A'', f, e

a: floor(aa)
b: floor(bb)
e = Circle(A, r)
A': A + (r, 0)
lista1 = Sequence(Segment[Rotate[A, ((t * 360) * ° / b), A], Rotate[A', ((t * 360) * ° / b), A]], t, 0, b - 1)
A'' = Rotate(A', ((a * 360) * ° / b), A)
f = CircleSector(A, A', A'')

Tool: fraccioncuadradavertical
punto, punto, num, denom
Input: F, G, a, b
Output: lista3, F', G', H, I, poli3, poli1

poli1, g, h, i, j, H, I = Polygon(F, G, 4)
v = Vector(F, I)
lista3 = Sequence(Segment[Translate[F, Vector[(t * v / b)]], Translate[G, Vector[(t * v / b)]]], t, 1, b - 1)
F' = Translate(F, Vector[(a * v / b)])
G' = Translate(G, Vector[(a * v / b)])
poli3 = Polygon({F, G, G', F', F})