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This will allow us to see how distance traveled by a falling object varies with time, to determine the magnitude of gravitational acceleration, and to show that ...
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Acceleration of Gravity Lab – Basic Version In this lab you will explore the motion of falling objects. As an object begins to fall, it moves faster and faster (its velocity increases) due to the acceleration caused by the Earth’s gravity. We will use a microphone and computer to accurately measure short time intervals. This will allow us to see how distance traveled by a falling object varies with time, to determine the magnitude of gravitational acceleration, and to show that heavy and light objects fall at the same rate. Key Concepts: Velocity = change in distance / change in time Acceleration = change in velocity / change in time Gravity accelerates all objects at the same rate (regardless of mass) For an object that starts from rest and then accelerates at a constant rate g , the distance it travels after time t is given by: d =
gt^2 Part 1 – Distance versus Time for a Falling Object In this first part you will verify that a falling object obeys the formula for motion under constant acceleration and will also measure what that acceleration ( g ) is. You will use the microphone on your computer to accurately measure the time it takes for washers to fall different distances. Data Table: Distance (in cm) (^) distance Time (in sec)
gt^2! t =
g d (where d is the distance an object falls in time t ) If your experiment obeys this formula then if you plot of the square root of the distance fallen versus the time you should get a straight line, with a slope of 2 / g. You will use Excel to find the slope of the line that best approximates your data.
Part 2 – Gravity and Mass In this part, you will measure the acceleration of gravity in another way, and also look at the effect of the mass of the falling object.
gt^2! g = 2 d t 2 Height fallen ( d ) : ______________ Measured acceleration of gravity (g) : ______________