Makaralı Sistemlerde Denge ve Ağırlık Oranı

1. Ağırlığı $G_X$ olan X cismi ile her birinin ağırlığı $G_Y$ olan Y cisimleri şekildeki gibi dengededir.

Buna göre cisimlerin ağırlıklarının oranı $\frac{G_X}{G_Y}$ kaçtır?

$(\sin 37^\circ = 0,6; \cos 37^\circ = 0,8)$

Soruda görsel içerik var: A physics diagram showing a system in equilibrium. On the left, an object labeled X with weight $G_X$ hangs from a rope that passes over a pulley. The top of the rope is attached to a surface. The horizontal part of the rope from the pulley connects to a junction point. Above this junction, a rope is attached to a horizontal ceiling at an angle of $37^\circ$ with the horizontal line ('Yatay'). Hanging vertically from the same junction are three identical spherical objects labeled Y, each with weight $G_Y$. There are dashed lines indicating horizontal levels labeled 'Yatay'.