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Students will
Discrepant Event-Lift the Teacher
Materials
Procedure
Background Information
The lever is an example of a simple machine, a device that changes the amount of force that is required to do work. A lever is a bar, or lever arm, which pivots about a fixed point, or fulcrum. The simplest type of lever uses a force exerted on one side of a fulcrum to lift a load on the opposite side.
The mechanical advantage of a simple machine is the magnitude by which it decreases the required effort. The mechanical advantage of a lever is calculated using the respective distances from the fulcrum to both the load (the load arm) and the point of effort (the effort arm). For example, if a lever's mechanical advantage were 2, half the force would be necessary to lift an object.
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From this equation, it can be seen that as the distance from the fulcrum to the effort increases, so does the advantage of the lever. In other words, the farther the effort is from the fulcrum, the easier it will be to lift an object.
In this experiment, the students will use a spring scale to measure the required effort to lift specific loads. This effort will be measured in units of force, newtons. Before beginning the experiment, familiarize the class with the spring scale. The spring scale will hang from one side of the lever arm (see student procedure). It is important to note that initially, without any additional effort, the spring scale provides a downward force due to gravity. This force should be measured and recorded by the students before beginning the experiment, as outlined in the procedure. However, the scale reading during the experiment will not account for this force. Therefore, this amount should be added to each student's results to obtain the total effort exerted on the effort arm.
To print out the Student Copy only, click here.
Materials
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Procedure
Read the measurement off of the top scale, and record
it in the data sheet.
Data Sheet
To print out the Data Sheet only, click here.
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Questions 1. Plot your results on graph paper. Label the x-axis for distance from the fulcrum by units of centimeters. Label the y-axis as total effort in newtons. (Your graph should resemble the example below) Connect the data points to make a curve. Use this plot to answer the following questions. ![]()
2. How much force would be required to lift the load (at 10 cm) if the effort were 13 cm from the fulcrum?
3. If 7.5 N of force were required to lift the load, how far from the fulcrum was the effort?
4. If the load were placed 20 cm from the fulcrum instead of 10 cm, how would your data change? Would your curve look any different? Explain.
5. Give three examples of levers that you could find in your home or school. Identify the effort, load and fulcrum.
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Students with Special Needs
Some students may have difficuilty maniupulating the objects necessary for the assembly of the apparatus. This activity can be done with partners or in small groups.
Click here for further
information on laboratories with students with special needs.
Data sheet to be completed during the laboratory.