# Rolling wheel & points with total velocity equal to linear

When a wheel (circle (A, B)) is rolling without slipping on a smooth and flat surface there are a lot of its points that have the same total velocity (magnitude) as the velocity of its center of mass.
By sliding point C of circle(A, C) (points in a random inner circle) you can see the two points (D by sliding sig) with such a property.
You can also watch the vectors of linear (u) and tangential (v) velocity as well as the total velocity (w=u+v) which has the same magnitude as u.
All these D points are on the circle(f).

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