![The RAD Roller features two tennis-ball-sized stiff rubber balls connected to one another. RAD Roller, RAD Axle, RAD Rod. © Z. Schuster / Cyclocross Magazine - Cyclocross Magazine - Cyclocross and Gravel The RAD Roller features two tennis-ball-sized stiff rubber balls connected to one another. RAD Roller, RAD Axle, RAD Rod. © Z. Schuster / Cyclocross Magazine - Cyclocross Magazine - Cyclocross and Gravel](https://www.cxmagazine.com/wp-content/uploads/2018/08/IMG_3152-ed.jpg)
The RAD Roller features two tennis-ball-sized stiff rubber balls connected to one another. RAD Roller, RAD Axle, RAD Rod. © Z. Schuster / Cyclocross Magazine - Cyclocross Magazine - Cyclocross and Gravel
![SOLVED: A wheel s rotating about an axis that is in the z-direction: The angular velocity Wz is -6.00 rad/s at t = 0, increases linearly with time, and is +4.00 rad/s SOLVED: A wheel s rotating about an axis that is in the z-direction: The angular velocity Wz is -6.00 rad/s at t = 0, increases linearly with time, and is +4.00 rad/s](https://cdn.numerade.com/ask_previews/24a8c0a7-1aa3-4b4e-8878-e5f0409f5d98_large.jpg)
SOLVED: A wheel s rotating about an axis that is in the z-direction: The angular velocity Wz is -6.00 rad/s at t = 0, increases linearly with time, and is +4.00 rad/s
![The disk rotates about the z-axis at a constant rate \omega_{z}=0.5 rad/s without slipping on the horizontal plane. Determine the velocity and the acceleration of point A on the disk. | Homework.Study.com The disk rotates about the z-axis at a constant rate \omega_{z}=0.5 rad/s without slipping on the horizontal plane. Determine the velocity and the acceleration of point A on the disk. | Homework.Study.com](https://homework.study.com/cimages/multimages/16/untitled_diagram-page-3_183601422332390357106.png)
The disk rotates about the z-axis at a constant rate \omega_{z}=0.5 rad/s without slipping on the horizontal plane. Determine the velocity and the acceleration of point A on the disk. | Homework.Study.com
![Find equations for the line in the plane z = 3 that make an angle of \pi/6 rad with i and an angle of \pi/3 rad with j. Describe the reasoning behind Find equations for the line in the plane z = 3 that make an angle of \pi/6 rad with i and an angle of \pi/3 rad with j. Describe the reasoning behind](https://homework.study.com/cimages/multimages/16/vector_in_xy_plane2964563394064864385.jpg)