The velocity of a body is continuously changing. Can its speed remain constant? If speed is changing, can the velocity remain constant?
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Velocity is vector. Speed is scalar.
What I mean by that is velocity has two components: magnitude (numerical value) and direction. On the other hand, speed only has magnitude.
So to change velocity, you have to change at least one of direction or magnitude. 20 m/s south isn’t the same as 20 m/s north. And when we consider speed, magnitude is all that matters. To change it, you only need to focus on the value itself. 20 m/s south is the same as 20 m/s north - when we consider speed.
A common notion is using +/- sign when we describe velocity. But that doesn’t imply when we consider speed.
No velocity will never remains constant...
Hope this will help you...... ✌
What I mean by that is velocity has two components: magnitude (numerical value) and direction. On the other hand, speed only has magnitude.
So to change velocity, you have to change at least one of direction or magnitude. 20 m/s south isn’t the same as 20 m/s north. And when we consider speed, magnitude is all that matters. To change it, you only need to focus on the value itself. 20 m/s south is the same as 20 m/s north - when we consider speed.
A common notion is using +/- sign when we describe velocity. But that doesn’t imply when we consider speed.
No velocity will never remains constant...
Hope this will help you...... ✌
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0
Answer:
The speed must remain constant in order to maintain a constant velocity. A body can maintain a steady speed while changing directions (velocity). Rather, it can have a constant speed and a variable velocity. For instance, in a circular motion.
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