No. If you tell us a bit more about your background and how you arrived at your result it would be easier to help you.rashida564 said:Summary:: Is perpendicular velocities stay the same
Let's say we have two people that travel with respect to each, other in some inertial frame. So if we took the relative velocity of them will they be the same in as v^12+v2^2
A perpendicular velocity is the component of an object's motion that is perpendicular, or at a right angle, to its direction of motion. It is often represented by the letter vp.
Perpendicular velocity can be calculated using the formula vp = v * sinθ, where v is the object's velocity and θ is the angle between the object's direction of motion and the direction of the perpendicular component.
Perpendicular velocity and angular velocity are related through the formula vp = r * ω, where r is the distance from the object to the axis of rotation and ω is the angular velocity. This formula is based on the concept of tangential velocity, which is the velocity of an object moving in a circular path.
In circular motion, perpendicular velocity is responsible for the centripetal acceleration that keeps the object moving in a circular path. The magnitude of the perpendicular velocity also determines the radius of the object's circular path.
Perpendicular velocities are important in many fields, such as physics, engineering, and astronomy. They are used in the design of roller coasters, satellites, and planetary orbits. They also play a role in sports, such as in the trajectory of a basketball shot or the spin of a golf ball.