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2 Kinematics - BC Science Physics 11

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2.4 Acceleration of Bodies Due to Gravity<br />

Warm Up<br />

Take a piece of paper and book in each hand and raise them to about the height of your shoulder. Predict which<br />

one will hit the ground first if they are both dropped at the same time. Drop both and record results. Now<br />

crumple the same piece of paper and repeat. Describe and suggest reasons for any differences between the two<br />

events.<br />

Free Fall<br />

Figure 2.4.1 These sky divers are in free fall until they<br />

open their parachutes to slow their descent.<br />

One of the most common situations involving uniform acceleration is the phenomenon<br />

known as free fall. For example, if a coin drops out of your pocket, it accelerates toward<br />

the ground. If the effects of air resistance are ignored, the acceleration of the coin toward<br />

the ground is uniform. The coin starts its downward fall with zero speed, but gains<br />

speed as it falls toward Earth. Since gravity is the cause of the acceleration, we call the<br />

acceleration during free fall the acceleration of gravity. The acceleration of gravity is<br />

given a special symbol, g.<br />

The magnitude of g depends on your location. At Earth’s<br />

surface, g is approximately 9.81 m/s 2 . At higher altitudes,<br />

g decreases. For our present purposes, g is assumed to be<br />

constant at Earth’s surface and to be 9.81 m/s 2 . On the Moon,<br />

the magnitude of g is approximately 1/6 of what it is here on<br />

Earth’s surface. A body in free fall near the Moon’s surface has<br />

an acceleration of gravity of only 1.60 m/s 2 .<br />

Of course, the four equations for uniform acceleration<br />

apply to free fall as well as other uniform acceleration<br />

situations. The symbol g may be substituted for a in those<br />

equations.<br />

64 Chapter 2 <strong>Kinematics</strong> © Edvantage Interactive 2012 ISBN 978-0-9864778-3-6

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