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AP+Physics+Learning+Activities
Catalog Number:
(470014-336)
Description:
The unique stop system of this device allows students to load masses on the lever arm without it falling.
Catalog Number:
(470348-804)
Description:
Measure the acceleration due to gravity three different ways.
Catalog Number:
(470348-766)
Description:
Optimize the distribution of weights on a wheel, then determine g using a rotational apparatus.
Catalog Number:
(470348-812)
Description:
Determine the landing position of a ball launched horizontally from the top of a table.
Catalog Number:
(470348-814)
Description:
Measure the static and kinetic friction between two surfaces using direct and indirect methods.
Catalog Number:
(470348-798)
Description:
Analyze the diffraction pattern of hydrogen and determine the Rydberg constant, R.
Catalog Number:
(470348-826)
Description:
Find the spring constant of a projectile launcher using the potential energy of its projectile.
Catalog Number:
(470348-810)
Description:
Analyze the displacement of an object with constant velocity and an object that is accelerating.
Catalog Number:
(470348-784)
Description:
Use Bernoulli’s Principle to predict the landing spot of a stream of water leaking from a bucket.
Catalog Number:
(470348-756)
Description:
Explore resistance in series and parallel circuits.
Catalog Number:
(470348-768)
Description:
Explore a standing wave on a string and determine the linear mass density of the string.
Catalog Number:
(470348-796)
Description:
Determine the coefficient of friction by measuring the minimum angle to keep a ladder from slipping.
Catalog Number:
(470348-772)
Description:
Determine the force on a current carrying wire in a magnetic field.
Catalog Number:
(470348-770)
Description:
Determine the time constant of an RC circuit, and calculate the resistance of an unknown resistor.
Catalog Number:
(470348-782)
Description:
Use a calorimetric technique to determine the temperature of a Bunsen burner flame.
Catalog Number:
(470348-752)
Description:
Determine the factors that affect the period and energy changes of a pendulum, then calculate g.
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