Radial velocity: If the velocity of a particle is acting in the direction of radius vector is called radial velocity. Transverse velocity: If the velocity of a particle is acting in the direction of perpendicular to the radius vector is called Transverse velocity.
Radial velocity is the velocity of a particle in the direction of its radius vector. Transverse velocity is the velocity of a particle in the direction perpendicular to its radius vector.
Radial velocity is the velocity experienced by a body along its radius. Transverse velocity is the velocity experienced by a particle along the tangent to the position of the body.
Radial and transverse velocity are always at a right angle to each other. They both have units of length divided by time, which is typically given in units of kilometers.
The radial component of velocity is due to the changing of the radius. The transverse component of velocity is due to the changing of the angle.
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Answer:
Radial velocity: If the velocity of a particle is acting in the direction of radius vector is called radial velocity. Transverse velocity: If the velocity of a particle is acting in the direction of perpendicular to the radius vector is called Transverse velocity.
Explanation:
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Verified answer
Answer:
Radial velocity is the velocity of a particle in the direction of its radius vector. Transverse velocity is the velocity of a particle in the direction perpendicular to its radius vector.
Radial velocity is the velocity experienced by a body along its radius. Transverse velocity is the velocity experienced by a particle along the tangent to the position of the body.
Radial and transverse velocity are always at a right angle to each other. They both have units of length divided by time, which is typically given in units of kilometers.
The radial component of velocity is due to the changing of the radius. The transverse component of velocity is due to the changing of the angle.
Explanation:
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