Constant velocity and constant acce

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SUMMARY

Constant velocity is defined as v(t) = k (m/s), where k is a real constant, indicating no change in speed over time. Similarly, constant acceleration is expressed as a(t) = k (m/s²), where k remains constant, signifying a uniform rate of change in velocity. In both cases, the derivative of a constant velocity results in zero acceleration, which is often referenced in Newton's Laws problems. For further understanding, a recommended tutorial is available at Physics Forums.

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  • Understanding of basic calculus, specifically derivatives
  • Familiarity with Newton's Laws of Motion
  • Knowledge of kinematics and motion equations
  • Basic grasp of physics terminology related to velocity and acceleration
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  • Study the implications of constant velocity in Newton's Laws of Motion
  • Explore kinematic equations for uniformly accelerated motion
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teng125
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i have confuse and can't understand what is the defination and equation for constant velocity and constant acce.
Anybody pls help to explain to me pls...
thanx...
 
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A constant velocity or acceleration just means either v(t)=k (m/s) or, separately, a(t)=k (m/s^2) where k is any real constant. This just means there is no rate of change, so the derivative of a constant velocity, which yields acceleration, is zero. That's why sometimes in a Newton's Laws problem they will say something travels with constant velocity, instead of saying there is no acceleration.
 
I recommend that you read this tutorial: https://www.physicsforums.com/showthread.php?t=95426
 

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