Final answer:
The angular velocity of mass A is given by I of A multiplied by omega, while the distance of mass G is given by r of G multiplied by the mass of G, added to the moment of inertia of G, all multiplied by omega.
Step-by-step explanation:
A + C, where
A is
�
of A
×
�
I
of A
×ω
C is
�
of G
×
(
�
�
of G
)
+
�
of G
×
�
r
of G
×(mv
of G
)+I
of G
×ω
The correct option seems to be:
�
of G
×
(
�
�
of G
)
+
�
of G
×
�
r
of G
×(mv
of G
)+I
of G
×ω
This expression involves linear velocity (
�
of G
v
of G
), mass (
�
m), radial distance (
�
of G
r
of G
), moment of inertia (
�
of G
I
of G
), and angular velocity (
�
ω). It seems to represent the kinetic energy and rotational kinetic energy of an object with linear and angular motion.