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**Chapter 3 Free Fall Motion**

Physics 1 DEHS

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**Freely Falling Objects**

An object is in free fall when it accelerates downward only under the influence of gravity Air resistance must be removed This is an idealization, not applicable to real-world situations The object is in free fall as soon as it is released, whether it is dropped, thrown downward, or thrown upward ALL OBJECTS UNDERGOING FREE FALL HAVE THE SAME ACCELERATION, RAGARDLESS OF SHAPE OR MASS!!!!!!!

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**Free Fall Acceleration**

Acceleration due to gravity is denoted by the letter g The value of g varies by location, see table below We will use the value g = 9.81 m/s2

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**Free Fall Acceleration**

The acceleration that all objects experience is a result of the force of gravity Acceleration due to gravity, g, near the surface of the earth is 9.8 m/s2

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**Free Fall Kinetematic Equations**

Because a = -g for free fall and we use y instead of x, we have the following

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Position Equation The equation that describes an object’s vertical position as a function of time is a quadratic equation The constants are: A = -½g, B = vi, C = yi The P vs T graph should always be a downward-opening parabola

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Velocity Equation The equation for an object’s velocity as a function of time is linear The slope of the line will be m = -g The y-intercept will be b = vi The graph will always be a downward-sloping line

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**Example 1 A ball is thrown upward with a velocity of 40 m/s.**

Find its velocity after 2 s. Find its height after 2 s.

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**Example 1 A ball is thrown upward with a velocity of 40 m/s.**

Find its velocity after 7 s. Find its height after 7 s.

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At max height At an object’s maximum height, its velocity will change from positive to negative and therefore be zero (vf = 0) Use this fact to calculate the time at max height using the equation Or use this fact to calculate the max height using the equation

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**Example 1 A ball is thrown upward with a velocity of 40 m/s.**

What is the ball’s maximum height? How long does it take the ball to reach maximum height?

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**Example 1 A ball is thrown upward with a velocity of 40 m/s.**

How long is the ball in the air? How fast is the ball going just before it hits the ground?

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Example 2 A volleyball player hits a volleyball so that it moves upward with a velocity of 6 m/s straight upward. The volleyball starts 2 m above the floor. -How long will it be in the air before it hits the ground? -Find the ball’s maximum height above the floor.

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Example 3 A baseball player hits a popup straight up and it remains in the air for 6 seconds before it is caught by the catcher. The bat made contact with it at 1.5 m above the ground and the catcher caught it only 0.25 m above the ground. -Find the ball’s initial velocity. -Find the ball’s maximum height

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Example 4 A ball is dropped from a tower 70 m high. -Find the ball’s velocity after 1 s, 2 s, and 3 s of freefall. -Find the ball’s height after 1 s, 2 s, and 3 s of freefall.

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Example 5 A ball is thrown downward with a speed of 25 from a tower 70 m high. -Find the ball’s velocity after 1 s, 2 s, and 3 s of freefall. -Find the ball’s height after 1 s, 2 s, and 3 s of freefall.

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Example 6 A person steps off the end of a 3.00-m-high diving board and drops to the water below. (a) How long does it take of the person to reach the water? (b) What is the person’s speed on entering the water?

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Example 7 A volcano shoots out blobs of molten lava called lava bombs, from its summit. A geologist observing the eruption uses a stopwatch to time the flight of a particular lava bomb that is projected straight upward. If the time for it to rise and fall back to the ground is 5.25 s, what is it’s initial speed?

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Free Fall Graphing Show the region on the above graph where the object is moving upward Show the region on the above graph when the object is moving downward Show the point on the graph where the object has reached its maximum height What is the object’s initial velocity?

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Free Fall Graphing Show the region on the above graph where the object is moving upward Show the region on the above graph when the object is moving downward Show the point on the graph where the object has reached its maximum height

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**Analyzing the Motion of an Object in Free Fall**

Notice: The motion is symmetrical about the object’s maximum height The slope is zero at the object’s maximum height Therefore, the object’s velocity is zero at max height The slope is equal (but opposite) at the same height Therefore, objects have the equal speed at the equal heights

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**Analyzing the Motion of an Object in Free Fall**

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Freefall. Remember our three kinematics: a = (v f -v i ) t ∆ d = v i t + (1/2)at 2 v f 2 = v i 2 + 2a ∆ d.

Freefall. Remember our three kinematics: a = (v f -v i ) t ∆ d = v i t + (1/2)at 2 v f 2 = v i 2 + 2a ∆ d.

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