Radio

Ángulo

s = -4.32

s = 8.34

s = 7.79

r = 5.5

θ = 86.91°

θ = 86.91°

Medida en radianes

D e s l i z a d o r e s

C o n s t a n t e s

O = (5.1936, 1.0718)
Radio_1 = 5.5 (slider from 0.1 to 10, step 0.1)
A: O + (Radio_1, 0)
a = Ray(O, A)
c = Circle(O, A)
Ángulo_1 = 1.5168 (slider from -6.2832 to 6.2832, step 0.1)
P = Rotate(A, Ángulo_1, O)
b = Ray(O, P)
Sec_1 = If(Ángulo_1  <  0, CircleArc[O, P, A], CircleArc[O, A, P])
d = AngularBisector(A, O, P)
B, C = Intersect(Sec_1, d)
Arc_1: (Radio_1 * Ángulo_1)
Sec_2 = If(Ángulo_1  <  0, CircleSector[O, P, A], CircleSector[O, A, P])
α: (180 / π * Ángulo_1)
e = Segment(O, A)
D: (0.8 * O) + (0.2 * B)
E: (0.8 * O) + (0.2 * C)
texto1: "\frac{s}{r} = \frac{" + (LaTeX[Arc_1]) + "}{" + (LaTeX[Radio_1]) + "} = " + (LaTeX[Ángulo_1]) + ""
F: (0.8 * O) + (0.2 * A)
G: (0.8 * O) + (0.2 * P)
g = If(Ángulo_1  <  0, CircleSector[O, G, F], CircleSector[O, F, G])
texto2: "\frac{\pi}{180°}θ = \frac{\pi}{180°}*(" + (LaTeX[α]) + " )°
= " + (LaTeX[Ángulo_1]) + ""