4. A rigid body is made of two identical thin rods, each with length 2a and mass M, fastened together in the form of a '+ sign' as given in figure. The body is rotating with an angular velocity w about an axis perpendicular to the plane of the '+ sign' and passing through a point P as shown in figure. a) Find the rotational inertia (the moment of inertia about P. (ICM = mL² for the rod) 12 b) Find the rotational kinetic energy of the body. 2a 2a P 1992 Jw.

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4. A rigid body is made of two identical thin rods, each with length 2a and mass M, fastened together
in the form of a '+ sign' as given in figure. The body is rotating with an angular velocity w about
an axis perpendicular to the plane of the '+ sign' and passing through a point P as shown in figure.
a) Find the rotational inertia (the moment of inertia about P. (ICM =ml² for the rod)
b) Find the rotational kinetic energy of the body.
2a
BUKOVE
2a
W'
Transcribed Image Text:4. A rigid body is made of two identical thin rods, each with length 2a and mass M, fastened together in the form of a '+ sign' as given in figure. The body is rotating with an angular velocity w about an axis perpendicular to the plane of the '+ sign' and passing through a point P as shown in figure. a) Find the rotational inertia (the moment of inertia about P. (ICM =ml² for the rod) b) Find the rotational kinetic energy of the body. 2a BUKOVE 2a W'
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