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96.03 ft/s = 29.27 m/s = 65.5 mph = 105 kph = velocity of the ball
the greatest velocity a falling object reaches is terminal velocity
The escape velocity reaches the speed of light at the Schwarzshild radius.
the greatest velocity a falling object reaches is terminal velocity
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Let's take a simple example to illustrate the concept. A pitch is thrown by a pitcher. It starts at zero velocity (in his hand) and reaches a final velocity of 100 mph. Average velocity will be (100 + 0)/2 = 50 mph Obviously the maximum velocity is 50 X 2 = 100 mph However this is only true if the initial velocity (or the final velocity for a ball slowing down) is zero.
The surface area is the variable to determine how fast an object will be moving when it reaches terminal velocity.
The name for it is "terminal velocity". What it is depends on what the object is.
The fastest velocity a falling object can reach is called its terminal velocity. This happens when the force of air resistance is equal to the downwards force of weight (gravity), so the object is in equilibrium, and thus reaches a constant velocity.
No. Earth's rotational velocity is slowing. Do you mean the velocity of Earth's revolution around the sun? The earth speeds up in its orbit until it reaches perihelion, and then slows until it reaches aphelion.
terminal velocity
Terminal