**Problem 2: Angular Speed Calculation of a Box**A box with sides of length 2 m slides along a smooth horizontal floor at a speed of 4 m/s and strikes a low-lying ‘curb’ about which it could potentially flip over. The radius of gyration about the cube's center of gravity is 3 m. Determine the angular speed of the box immediately after striking the curb.**Explanation of Diagram/Equations:**In the lower right corner, a small mathematical notation appears which likely represents an equation used to solve for the angular speed (\(\omega\)). The notation includes terms for variables like mass (m) and length (l) of the box, as well as possibly incorporating the radius of gyration and linear speed. The details of the equation have been cut off in the image, making a precise transcription of the equation not fully visible.

2. A box with sides of length 2 m slides along a smooth horizontal floor at speed 4 m/s and strikes a low-lying "curb' about which it could flip over. The radius of gyration about the cube's center-of-gravity is 3 m. Determine the angular speed of the box immediately after striking the curb.

2. A box with sides of length 2 m slides along a smooth horizontal floor at speed 4 m/s and strikes a low-lying "curb' about which it could flip over. The radius of gyration about the cube's center-of-gravity is 3 m. Determine the angular speed of the box immediately after striking the curb.

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