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Relative Velocity Calculator Online

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The Relative Velocity Calculator is a valuable tool that allows users to determine the relative velocity between two objects. Whether you’re a student studying physics or an engineer working on a project, understanding relative velocity is essential for various applications.

Formula of Relative Velocity Calculator

The formula used by the Relative Velocity Calculator is straightforward:

Relative Velocity (V_rel) = |V_1 - V_2|

Where:

  • V_rel: The relative velocity between the two objects.
  • V_1: The velocity of the first object.
  • V_2: The velocity of the second object.

This formula calculates the absolute difference between the velocities of the two objects, providing a clear understanding of their relative motion.

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Example of Relative Velocity Calculator

Let’s illustrate how the Relative Velocity Calculator works with an example:

Suppose we have two cars traveling on a straight road. Car A is moving at 30 meters per second (m/s) to the east, while Car B is traveling at 20 m/s to the west. To find the relative velocity between the two cars, we use the formula:

Relative Velocity (V_rel) = |30 m/s - 20 m/s| = |10 m/s| = 10 m/s

So, the relative velocity between Car A and Car B is 10 m/s. This means that Car A is moving 10 m/s faster than Car B in the opposite direction.

General Terms Table

TermDescription
VelocityThe rate of change of an object’s position over time.
Relative VelocityThe velocity of one object as observed from another.
Absolute DifferenceThe positive difference between two values.

This table provides some general terms related to velocity and relative motion, which can be helpful for users seeking additional information or clarification.

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Most Common FAQs

Q: Why is relative velocity important?

A: Relative velocity helps us understand how objects move relative to each other, which is crucial in various fields such as physics, engineering, and navigation.

Q: Can relative velocity be negative?

A: No, relative velocity is always positive because it represents the magnitude of the difference between velocities, regardless of direction.

Q: How can I use relative velocity in real-life situations?

A: Relative velocity is used in navigation, aviation, collision avoidance systems, and analyzing motion in moving frames of reference.

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