With what linear speed did the body move uniformly in a circle with a radius of 10 meters

With what linear speed did the body move uniformly in a circle with a radius of 10 meters, if in 4 minutes it made 48 revolutions.

Initial data: R (radius of the circle along which the body moved) = 10 m; t (duration of movement) = 4 minutes (in SI t = 240 s); n (the number of revolutions made by the body) = 48 revolutions.

The constant linear velocity of a body can be determined by the formula: V = 2 * Π * R / T = 2 * Π * R * n / t.

Let’s calculate: V = 2 * 3.14 * 10 * 48/240 = 12.56 m / s.

Answer: The constant linear velocity of the body is 12.56 m / s.