Thrown vs Dropped Objects: Explained

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The discussion clarifies the difference between thrown and dropped objects, emphasizing that a thrown object has an initial velocity due to the force applied by the thrower, while a dropped object starts from rest with zero initial velocity. Both scenarios experience the same gravitational acceleration of 9.8 m/s². The equations of motion apply to both cases, but the initial velocity (v₀) is zero for dropped objects and non-zero for thrown objects. This distinction is crucial for understanding the physics of motion under gravity. The conversation highlights that the terminology used in everyday language reflects this fundamental difference in initial conditions.
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What 's the difference between an object thrown or dropped , does a thrown object treat as a free fall condition ?? if it does
we know that d=v(initial)*t + 1/2a*t^2
and we know that in free falls condition we use the equation d= 1/2g*t^2
that means initial velocity of free falls should be zero and thrown object has an initial velocity ??
can anyone explain to me this , please >>>?
 
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It's hard to make out what you are asking but I think that what you are saying is correct.

If we release (not throw), a ball for instance, on Earth relative to Earth then it's initial velocity is fairly obviously zero. You were just holding the ball before it dropped, it's was not moving relative to you or the earth. It clearly doesn't have any velocity (it's not moving!)

Now if we throw a ball we swing our arm before the ball is released. The ball is moving with our arm but the ball is still moving so when it it released the ball will have some initial velocity

EDIT: In both instances there is the same acceleration (9.8 m/s^2) the only difference is that in the throwing scenario we are giving the ball an starting velocity.

x(t) = x_0 + v_0 t + \frac{g t^2}{2} will work in both cases, but if we drop a ball then v_0=0 in that equation.
 
Yes...in everyday speaking the difference between 'throwing' and 'dropping' (or 'lifting') is the initial velocity.The first one implies that the initial velocity is not zero while the second implies that it is.
 
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